対称性のある機械学習による物理現象の解析

物理屋のための機械学習講義 第 4 回 (2023 年 6 月 29 日)

Transcript

1. ରশੑͷ͋ΔػցֶशʹΑΔ
   ෺ཧݱ৅ͷղੳ ෺ཧ԰ͷͨΊͷػցֶशߨٛ
   
   ೥
   
   ݄
   
   ೔
   ງߐਖ਼৴
   גࣜձࣾ
   3*$04 ງߐത࢜࿦จ εϥΠυ
2. ϝοηʔδ
   ෺ཧݱ৅ͷػցֶशͷͨΊʹ਺஋ղੳख๏ͷಋೖ͕༗ޮ 
3. ϝοηʔδ
   ෺ཧݱ৅ͷػցֶशͷͨΊʹ਺஋ղੳख๏ͷಋೖ͕༗ޮ  ¥ ෺ཧݱ৅ͷػցֶशͷͨΊʹɺ෺ཧݱ৅ͷੑ࣭΍਺஋ղੳख๏ͷಋೖ͕༗ޮ - ෺ཧݱ৅ͷରশੑΛػցֶशϞσϧʹಋೖ͢Δ͜ͱʹΑΓ൚Խੑ͕޲্͢Δ
   - ਺஋ղੳͷख๏͸෺ཧݱ৅ͷରশੑΛຬ͍ͨͯ͠Δ͜ͱ͕ଟ͍ͨΊࢀߟʹͰ͖Δ ֶश
   σʔλ ਖ਼ղ ༧ଌ
4. ϝοηʔδ
   ෺ཧݱ৅ͷػցֶशͷͨΊʹ਺஋ղੳख๏ͷಋೖ͕༗ޮ  ¥ ෺ཧݱ৅ͷػցֶशͷͨΊʹɺ෺ཧݱ৅ͷੑ࣭΍਺஋ղੳख๏ͷಋೖ͕༗ޮ ¥ *TP($/
   ߹ಉม׵ʹ͍ͭͯରশੑΛຬͨ͠೚ҙͷෳࡶܗঢ়ʹద༻Ͱ͖Δ
   (//
   HSBQI
   OFVSBM
   OFUXPSL
   Λ΋ͱʹߴ଎ͳػցֶशϞσϧΛఏҊ[Horie+ ICLR 2021] - ෺ཧݱ৅ͷରশੑΛػցֶशϞσϧʹಋೖ͢Δ͜ͱʹΑΓ൚Խੑ͕޲্͢Δ
   - ਺஋ղੳͷख๏͸෺ཧݱ৅ͷରশੑΛຬ͍ͨͯ͠Δ͜ͱ͕ଟ͍ͨΊࢀߟʹͰ͖Δ ֶश
   σʔλ ਖ਼ղ ༧ଌ
5. ϝοηʔδ
   ෺ཧݱ৅ͷػցֶशͷͨΊʹ਺஋ղੳख๏ͷಋೖ͕༗ޮ ¥ ෺ཧݱ৅ͷػցֶशͷͨΊʹɺ෺ཧݱ৅ͷੑ࣭΍਺஋ղੳख๏ͷಋೖ͕༗ޮ  ਖ਼ղ ༧ଌ ¥ *TP($/
   ߹ಉม׵ʹ͍ͭͯରশੑΛຬͨ͠೚ҙͷෳࡶܗঢ়ʹద༻Ͱ͖Δ
   (//
   HSBQI
   OFVSBM
   OFUXPSL
   Λ΋ͱʹߴ଎ͳػցֶशϞσϧΛఏҊ[Horie+ ICLR 2021] ¥ 1IZTJDT&NCFEEFE
   /FVSBM
   /FUXPSL
   1&// 
   େҬతͳ૬ޓ࡞༻ͱڥք৚݅ͷऔΓѻ͍ [Horie+ NeurIPS 2022] ֶश
   σʔλ ਖ਼ղ ༧ଌ - ෺ཧݱ৅ͷରশੑΛػցֶशϞσϧʹಋೖ͢Δ͜ͱʹΑΓ൚Խੑ͕޲্͢Δ
   - ਺஋ղੳͷख๏͸෺ཧݱ৅ͷରশੑΛຬ͍ͨͯ͠Δ͜ͱ͕ଟ͍ͨΊࢀߟʹͰ͖Δ
6. ໨࣍ ¥ 
   ΠϯτϩμΫγϣϯ
   Ϟνϕʔγϣϯͱ਺஋ղੳɾػցֶशͷجૅ
   ¥ 
   *TP($/
   ߹ಉม׵ରশੑΛຬͨ͠೚ҙͷܗঢ়ʹద༻Ͱ͖ΔػցֶशϞσϧ
   ¥ 
   1IZTJDT&NCFEEFE
   /FVSBM
   /FUXPSL
   େҬతͳ૬ޓ࡞༻ͱڥք৚݅ͷऔΓѻ͍
   ¥ 
   ·ͱΊ 
7.  ໨࣍ ¥ 
   ΠϯτϩμΫγϣϯ
   Ϟνϕʔγϣϯͱ਺஋ղੳɾػցֶशͷجૅ
   ¥ 
   *TP($/
   ߹ಉม׵ରশੑΛຬͨ͠೚ҙͷܗঢ়ʹద༻Ͱ͖ΔػցֶशϞσϧ
   ¥ 
   1IZTJDT&NCFEEFE
   /FVSBM
   /FUXPSL
   େҬతͳ૬ޓ࡞༻ͱڥք৚݅ͷऔΓѻ͍
   ¥ 
   ·ͱΊ
8. Ϟνϕʔγϣϯ
   ػցֶशͰ෺ཧݱ৅ͷ༧ଌɾཧղΛߴ౓Խ͍ͨ͠ ¥ ෺ཧݱ৅
   ภඍ෼ํఔࣜ
   ͷػցֶशʹΑͬͯ͞·͟·ͳޮՌ͕ظ଴Ͱ͖Δ 
9. Ϟνϕʔγϣϯ
   ػցֶशͰ෺ཧݱ৅ͷ༧ଌɾཧղΛߴ౓Խ͍ͨ͠ ¥ ෺ཧݱ৅
   ภඍ෼ํఔࣜ
   ͷػցֶशʹΑͬͯ͞·͟·ͳޮՌ͕ظ଴Ͱ͖Δ  - ༧ଌͷߴ଎Խ
   աڈͷ஌ݟΛ׆༻͠ߴ଎ʹ༧ଌ ػցֶशϞσϧ
   ʹΑΔ༧ଌ طଘͷ਺஋ղੳ
10. Ϟνϕʔγϣϯ
    ػցֶशͰ෺ཧݱ৅ͷ༧ଌɾཧղΛߴ౓Խ͍ͨ͠ ¥ ෺ཧݱ৅
    ภඍ෼ํఔࣜ
    ͷػցֶशʹΑͬͯ͞·͟·ͳޮՌ͕ظ଴Ͱ͖Δ  - ༧ଌͷߴ଎Խ
    աڈͷ஌ݟΛ׆༻͠ߴ଎ʹ༧ଌ - ༧ଌͷߴਫ਼౓Խ
    ࣮ݧɾ࣮ଌσʔλΛֶश͠਺஋ղੳΑΓ΋࣮ݱ৅ʹ͍ۙ༧ଌ ػցֶशϞσϧ
    ʹΑΔ༧ଌ طଘͷ਺஋ղੳ Pathak et al. arXiv, 2022 ػցֶशϞσϧ
    ʹΑΔ༧ଌ ࣮ଌ
11. Ϟνϕʔγϣϯ
    ػցֶशͰ෺ཧݱ৅ͷ༧ଌɾཧղΛߴ౓Խ͍ͨ͠ ¥ ෺ཧݱ৅
    ภඍ෼ํఔࣜ
    ͷػցֶशʹΑͬͯ͞·͟·ͳޮՌ͕ظ଴Ͱ͖Δ  ػցֶशϞσϧ
    ʹΑΔ༧ଌ طଘͷ਺஋ղੳ Pathak et al. arXiv, 2022 ػցֶशϞσϧ
    ʹΑΔ༧ଌ ࣮ଌ - ༧ଌͷߴ଎Խ
    աڈͷ஌ݟΛ׆༻͠ߴ଎ʹ༧ଌ - ༧ଌͷߴਫ਼౓Խ
    ࣮ݧɾ࣮ଌσʔλΛֶश͠਺஋ղੳΑΓ΋࣮ݱ৅ʹ͍ۙ༧ଌ - ٯ໰୊ɾ৽ͨͳ๏ଇͷൃݟ
    ֶशࡁΈϞσϧΛղੳ͢Δ͜ͱʹΑΓݱ৅ͷཧղΛଅਐ ిྲྀ ిѹ
12. Ϟνϕʔγϣϯ
    ػցֶशͰ෺ཧݱ৅ͷ༧ଌɾཧղΛߴ౓Խ͍ͨ͠ ¥ ෺ཧݱ৅
    ภඍ෼ํఔࣜ
    ͷػցֶशʹΑͬͯ͞·͟·ͳޮՌ͕ظ଴Ͱ͖Δ  ػցֶशϞσϧ
    ʹΑΔ༧ଌ طଘͷ਺஋ղੳ Pathak et al. arXiv, 2022 ػցֶशϞσϧ
    ʹΑΔ༧ଌ ࣮ଌ - ༧ଌͷߴ଎Խ
    աڈͷ஌ݟΛ׆༻͠ߴ଎ʹ༧ଌ - ༧ଌͷߴਫ਼౓Խ
    ࣮ݧɾ࣮ଌσʔλΛֶश͠਺஋ղੳΑΓ΋࣮ݱ৅ʹ͍ۙ༧ଌ - ٯ໰୊ɾ৽ͨͳ๏ଇͷൃݟ
    ֶशࡁΈϞσϧΛղੳ͢Δ͜ͱʹΑΓݱ৅ͷཧղΛଅਐ ఍߅ ిྲྀ ిѹ
13. Ϟνϕʔγϣϯ
    ػցֶशͰ෺ཧݱ৅ͷ༧ଌɾཧղΛߴ౓Խ͍ͨ͠ ¥ ෺ཧݱ৅
    ภඍ෼ํఔࣜ
    ͷػցֶशʹΑͬͯ͞·͟·ͳޮՌ͕ظ଴Ͱ͖Δ  § ਺஋ղੳΛػցֶशͰߦ͏ߴ଎ɾߴਫ਼౓ɾ൚༻తͳ
    OFVSBM
    1%&
    TPMWFS
    Λ࣮ݱ͍ͨ͠ - ༧ଌͷߴ଎Խ
    աڈͷ஌ݟΛ׆༻͠ߴ଎ʹ༧ଌ - ༧ଌͷߴਫ਼౓Խ
    ࣮ݧɾ࣮ଌσʔλΛֶश͠਺஋ղੳΑΓ΋࣮ݱ৅ʹ͍ۙ༧ଌ - ٯ໰୊ɾ৽ͨͳ๏ଇͷൃݟ
    ֶशࡁΈϞσϧΛղੳ͢Δ͜ͱʹΑΓݱ৅ͷཧղΛଅਐ ػցֶशϞσϧ
    ʹΑΔ༧ଌ طଘͷ਺஋ղੳ Pathak et al. arXiv, 2022 ػցֶशϞσϧ
    ʹΑΔ༧ଌ ࣮ଌ ఍߅ ిྲྀ ిѹ
14. Ϟνϕʔγϣϯ
    /FVSBM
    1%&
    4PMWFS
    ͷ՝୊
    
    ൚༻ੑ ¥ ෺ཧݱ৅΍਺஋ղੳͷσʔλ͸ػցֶशख๏ʹͱͬͯѻ͍ʹ͍͘ੑ࣭͕͋Δ 
15. Ϟνϕʔγϣϯ
    /FVSBM
    1%&
    4PMWFS
    ͷ՝୊
    
    ൚༻ੑ ¥ ෺ཧݱ৅΍਺஋ղੳͷσʔλ͸ػցֶशख๏ʹͱͬͯѻ͍ʹ͍͘ੑ࣭͕͋Δ  ཁૉ਺
       - େࣗ༝౓
    
    ສҎ্ 
    ࣗ༝౓͕େ͖͍ͱऔΓ͏Δঢ়ଶ͕ଟ༷ʹͳΓֶश͕ࠔ೉ʹͳΔ
    # ը૾ೝࣝͷஶ໊ͳσʔληοτ
    $*'"3
    ͸
    
    αϯϓϧ͋ͨΓ
     
    ࣗ༝౓
16. Ϟνϕʔγϣϯ
    /FVSBM
    1%&
    4PMWFS
    ͷ՝୊
    
    ൚༻ੑ ¥ ෺ཧݱ৅΍਺஋ղੳͷσʔλ͸ػցֶशख๏ʹͱͬͯѻ͍ʹ͍͘ੑ࣭͕͋Δ  ཁૉ਺
       ରশੑΛߟྀ͢Δ
    ͜ͱʹΑΔ
    ࣗ༝౓ͷফڈ - େࣗ༝౓
    
    ສҎ্ 
    ࣗ༝౓͕େ͖͍ͱऔΓ͏Δঢ়ଶ͕ଟ༷ʹͳΓֶश͕ࠔ೉ʹͳΔ
    # ը૾ೝࣝͷஶ໊ͳσʔληοτ
    $*'"3
    ͸
    
    αϯϓϧ͋ͨΓ
     
    ࣗ༝౓ § ෺ཧݱ৅ͷੑ࣭Λ൓өࣗ͠༝౓Λফڈ͢Δ͜ͱʹΑΔ൚༻ੑͷ޲্͕ඞཁ ෺ཧݱ৅ͷੑ࣭Λ൓ө
17. Ϟνϕʔγϣϯ
    /FVSBM
    1%&
    4PMWFS
    ͷ՝୊
    
    ൚༻ੑ ¥ ෺ཧݱ৅΍਺஋ղੳͷσʔλ͸ػցֶशख๏ʹͱͬͯѻ͍ʹ͍͘ੑ࣭͕͋Δ  ཁૉ਺
       ཁૉ਺
       ରশੑΛߟྀ͢Δ
    ͜ͱʹΑΔ
    ࣗ༝౓ͷফڈ - େࣗ༝౓
    
    ສҎ্ 
    ࣗ༝౓͕େ͖͍ͱऔΓ͏Δঢ়ଶ͕ଟ༷ʹͳΓֶश͕ࠔ೉ʹͳΔ
    # ը૾ೝࣝͷஶ໊ͳσʔληοτ
    $*'"3
    ͸
    
    αϯϓϧ͋ͨΓ
     
    ࣗ༝౓ § ෺ཧݱ৅ͷੑ࣭Λ൓өࣗ͠༝౓Λফڈ͢Δ͜ͱʹΑΔ൚༻ੑͷ޲্͕ඞཁ - Մมࣗ༝౓
    ࣗ༝౓͕Մมͩͱݹయతͳػցֶशख๏Λͦͷ··ద༻͢Δ͜ͱ͕Ͱ͖ͳ͍ § Մมࣗ༝౓ɾଟ༷ͳزԿܗঢ়ʹର͢Δ൚༻ੑ͕ඞཁ ෺ཧݱ৅ͷੑ࣭Λ൓ө Մมࣗ༝౓ɾଟ༷ͳزԿܗঢ়ʹର͢Δ൚༻ੑ
18. ¥ ɹ ¥ ɹ /FVSBM
    1%&
    4PMWFS
    ͷ൚༻ੑ޲্ํ਑  ෺ཧݱ৅ͷੑ࣭Λ൓ө Մมࣗ༝౓ɾଟ༷ͳزԿܗঢ়ʹର͢Δ൚༻ੑ
19. ¥ Մมࣗ༝౓ɾଟ༷ͳزԿܗঢ়ʹର͢Δ൚༻ੑ ¥ ෺ཧݱ৅ͷੑ࣭Λ൓ө /FVSBM
    1%&
    4PMWFS
    ͷ൚༻ੑ޲্ํ਑ 
20. /FVSBM
    1%&
    4PMWFS
    ͷ൚༻ੑ޲্ํ਑  ࣌ؒൃల ߹ಉม׵ ߹ಉม׵ ࣌ؒൃల - ಉมੑͷ͋ΔϞσϧΛ࢖͏ ¥ ෺ཧݱ৅ͷੑ࣭Λ൓ө ¥ Մมࣗ༝౓ɾଟ༷ͳزԿܗঢ়ʹର͢Δ൚༻ੑ
21. /FVSBM
    1%&
    4PMWFS
    ͷ൚༻ੑ޲্ํ਑  ࣌ؒൃల ߹ಉม׵ ߹ಉม׵ ࣌ؒൃల <latexit 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</latexit> ru(xi,j ) <latexit 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1 2∆x <latexit 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</latexit> − 1 2∆x <latexit sha1_base64="b3Epn45he+vepoUrvUknQjaTMSo=">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</latexit> X - ਺஋ղੳͱͷΞφϩδʔΛ࢖͍
    Մมࣗ༝౓ʹରԠ ¥ ෺ཧݱ৅ͷੑ࣭Λ൓ө - ಉมੑͷ͋ΔϞσϧΛ࢖͏ ¥ Մมࣗ༝౓ɾଟ༷ͳزԿܗঢ়ʹର͢Δ൚༻ੑ
22. /FVSBM
    1%&
    4PMWFS
    ͷ൚༻ੑ޲্ํ਑  ࣌ؒൃల ߹ಉม׵ ߹ಉม׵ ࣌ؒൃల <latexit 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</latexit> ru(xi,j ) <latexit 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1 2∆x <latexit 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pgsCvMSk33ItuilTKd69l/0kwCfPRrM+BtMR4OFDdTvdnsvenf9K/wVVLj3VcFaXixswHZRE60NLdCbIh1XQaYfSE3uiwoLVBk8SvFs8MPLZ/rtHfO3ItPcvoUqS9x/ad4eezaENGVt3APR52ILEyCGfK7/e8R4h0y/xaarYOuUtdavkBbT2ORMUxQnClaNe1mIqADt7j65S0qIkmC98wpyUWWpfng/awY/vJj1kEUOmtvo49S96feyjys1U/YwRguDH4ZJPlaP3dApA/2HELjLZ4EOlgvAs1YGMYgkF3nRFvQKHtbF9qSQenkKXQCGE7GDn31z+J0Uo6K4W1/2Hueclvp0Lqp/Ro1XsRkA/h6u6quvNdTnpG2IV/0ujVqxmfn/iRaXKKhL/YZfCmoYjDDO0uJ+VEFw9/GblY3unyktXly/XN/41/VXb75f+eNW+ydMv1z67dI/Ln27tLH0b0t/XDpYOlu6WgqXflz6r6X/XvqfV69evX81ehXZpj//Wdvn75e8n1fZ/wErArqk</latexit> − 1 2∆x <latexit 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</latexit> 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    ଟ༷ͳܗঢ়ʹରԠ - ਺஋ղੳͱͷΞφϩδʔΛ࢖͍
    Մมࣗ༝౓ʹରԠ ¥ ෺ཧݱ৅ͷੑ࣭Λ൓ө - ಉมੑͷ͋ΔϞσϧΛ࢖͏ ¥ Մมࣗ༝౓ɾଟ༷ͳزԿܗঢ়ʹର͢Δ൚༻ੑ
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    4PMWFS
    ͷ൚༻ੑ޲্ํ਑  ࣌ؒൃల ߹ಉม׵ ߹ಉม׵ ࣌ؒൃల <latexit 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</latexit> ru(xi,j ) <latexit 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1 2∆x <latexit 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</latexit> − 1 2∆x <latexit sha1_base64="b3Epn45he+vepoUrvUknQjaTMSo=">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</latexit> X - (SBQI
    OFVSBM
    OFUXPSL
    (//
    Λ࢖͍
    ଟ༷ͳܗঢ়ʹରԠ - ਺஋ղੳͱͷΞφϩδʔΛ࢖͍
    Մมࣗ༝౓ʹରԠ ¥ ෺ཧݱ৅ͷੑ࣭Λ൓ө - ಉมੑͷ͋ΔϞσϧΛ࢖͏ ¥ Մมࣗ༝౓ɾଟ༷ͳزԿܗঢ়ʹର͢Δ൚༻ੑ
24. ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉॏཁੑ  Karniadakis et al. Nat. Rev. Phys. 2021 ¥ ෺ཧͷ஌ࣝΛػցֶशϞσϧʹຒΊࠐΉͱ
    ൚༻ੑ͕޲্͢Δͱߟ͑ΒΕ͍ͯΔ
25.  Welling. ICPRAM. 2020 ¥ ػցֶशͷ෼໺Ͱ͸lJOEVDUJWF
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    ͱͯ͠௕Β͘ߟ͑ΒΕ͖ͯͨ
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    $//
    Λ࢖༻ Karniadakis et al. Nat. Rev. Phys. 2021 ¥ ෺ཧͷ஌ࣝΛػցֶशϞσϧʹຒΊࠐΉͱ
    ൚༻ੑ͕޲্͢Δͱߟ͑ΒΕ͍ͯΔ ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉॏཁੑ
26.  Welling. ICPRAM. 2020 %/4 /FVSBM
    /FUXPSL
    .-1 ཚྲྀϞσϧ ௿࣍ݩϞσϧ ¥ ػցֶशͷ෼໺Ͱ͸lJOEVDUJWF
    CJBTz
    ؼೲόΠΞε
    ͱͯ͠௕Β͘ߟ͑ΒΕ͖ͯͨ
    - ྫ
    ը૾Ͱ͋Ε͹ฏߦҠಈʹΑͬͯ
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    ػցֶश Karniadakis et al. Nat. Rev. Phys. 2021 ¥ ෺ཧͷ஌ࣝΛػցֶशϞσϧʹຒΊࠐΉͱ
    ൚༻ੑ͕޲্͢Δͱߟ͑ΒΕ͍ͯΔ ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉॏཁੑ
27.  Karniadakis et al. Nat. Rev. Phys. 2021 ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦
28. ໊শ 0CTFSWBUJPOBM
    CJBT -FBSOJOH
    CJBT *OEVDUJWF
    CJBT ಺༰ ֶशσʔλΛճసɾฒߦҠಈͳͲͰ
    ਫ૿͠͠ɺ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ֶशΛߦ͏ͱ͖ͷޡࠩؔ਺ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ػցֶशϞσϧͷ಺෦ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ௕ॴ  ࣮૷͕؆୯  ࣮૷͕؆୯  ෺ཧݱ৅ͷಛੑΛ
    ׬શʹ൓өͰ͖Δ ୹ॴ  ֶशʹ͕͔͔࣌ؒΔ
     ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ϞσϦϯάʹߴ౓ͳ஌͕ࣝ
    ཁٻ͞ΕΔ ྫ -JF
    1PJOU
    4ZNNFUSZ
    %BUB
    "VHNFOUBUJPO
    [Brandstetter et al. ICML. 2022] 1IZTJDT*OGPSNFE
    /FVSBM
    /FUXPSL
    [Raissi et al. J. Comput. Phys. 2019] *TP($/
    [Horie et al. ICLR. 2021] 1IZTJDT&NCFEEFE
    /FVSBM
    /FUXPSL
    [Horie and Mitsume. NeurIPS. 2022] ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦ 
29. ໊শ 0CTFSWBUJPOBM
    CJBT -FBSOJOH
    CJBT *OEVDUJWF
    CJBT ಺༰ ֶशσʔλΛճసɾฒߦҠಈͳͲͰ
    ਫ૿͠͠ɺ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ֶशΛߦ͏ͱ͖ͷޡࠩؔ਺ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ػցֶशϞσϧͷ಺෦ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ௕ॴ  ࣮૷͕؆୯  ࣮૷͕؆୯  ෺ཧݱ৅ͷಛੑΛ
    ׬શʹ൓өͰ͖Δ ୹ॴ  ֶशʹ͕͔͔࣌ؒΔ
     ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ϞσϦϯάʹߴ౓ͳ஌͕ࣝ
    ཁٻ͞ΕΔ ྫ -JF
    1PJOU
    4ZNNFUSZ
    %BUB
    "VHNFOUBUJPO
    [Brandstetter et al. ICML. 2022] 1IZTJDT*OGPSNFE
    /FVSBM
    /FUXPSL
    [Raissi et al. J. Comput. Phys. 2019] *TP($/
    [Horie et al. ICLR. 2021] 1IZTJDT&NCFEEFE
    /FVSBM
    /FUXPSL
    [Horie and Mitsume. NeurIPS. 2022]  ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦
30. ໊শ 0CTFSWBUJPOBM
    CJBT -FBSOJOH
    CJBT *OEVDUJWF
    CJBT ಺༰ ֶशσʔλΛճసɾฒߦҠಈͳͲͰ
    ਫ૿͠͠ɺ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ֶशΛߦ͏ͱ͖ͷޡࠩؔ਺ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ػցֶशϞσϧͷ಺෦ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ௕ॴ  ࣮૷͕؆୯  ࣮૷͕؆୯  ෺ཧݱ৅ͷಛੑΛ
    ׬શʹ൓өͰ͖Δ ୹ॴ  ֶशʹ͕͔͔࣌ؒΔ
     ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ϞσϦϯάʹߴ౓ͳ஌͕ࣝ
    ཁٻ͞ΕΔ ྫ -JF
    1PJOU
    4ZNNFUSZ
    %BUB
    "VHNFOUBUJPO
    [Brandstetter et al. ICML. 2022] 1IZTJDT*OGPSNFE
    /FVSBM
    /FUXPSL
    [Raissi et al. J. Comput. Phys. 2019] *TP($/
    [Horie et al. ICLR. 2021] 1IZTJDT&NCFEEFE
    /FVSBM
    /FUXPSL
    [Horie and Mitsume. NeurIPS. 2022]  ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦
31. ໊শ 0CTFSWBUJPOBM
    CJBT -FBSOJOH
    CJBT *OEVDUJWF
    CJBT ಺༰ ֶशσʔλΛճసɾฒߦҠಈͳͲͰ
    ਫ૿͠͠ɺ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ֶशΛߦ͏ͱ͖ͷޡࠩؔ਺ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ػցֶशϞσϧͷ಺෦ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ௕ॴ  ࣮૷͕؆୯  ࣮૷͕؆୯  ෺ཧݱ৅ͷಛੑΛ
    ׬શʹ൓өͰ͖Δ ୹ॴ  ֶशʹ͕͔͔࣌ؒΔ
     ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ϞσϦϯάʹߴ౓ͳ஌͕ࣝ
    ཁٻ͞ΕΔ ྫ -JF
    1PJOU
    4ZNNFUSZ
    %BUB
    "VHNFOUBUJPO
    [Brandstetter et al. ICML. 2022] 1IZTJDT*OGPSNFE
    /FVSBM
    /FUXPSL
    [Raissi et al. J. Comput. Phys. 2019] *TP($/
    [Horie et al. ICLR. 2021] 1IZTJDT&NCFEEFE
    /FVSBM
    /FUXPSL
    [Horie and Mitsume. NeurIPS. 2022]  ༧ଌ݁Ռͷ৴པੑ͕୲อ͠ʹ͍͘ ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦
32.  ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦ ໊শ 0CTFSWBUJPOBM
    CJBT -FBSOJOH
    CJBT *OEVDUJWF
    CJBT ಺༰ ֶशσʔλΛճసɾฒߦҠಈͳͲͰ
    ਫ૿͠͠ɺ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ֶशΛߦ͏ͱ͖ͷޡࠩؔ਺ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ػցֶशϞσϧͷ಺෦ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ௕ॴ  ࣮૷͕؆୯  ࣮૷͕؆୯  ෺ཧݱ৅ͷಛੑΛ
    ׬શʹ൓өͰ͖Δ ୹ॴ  ֶशʹ͕͔͔࣌ؒΔ
     ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ϞσϦϯάʹߴ౓ͳ஌͕ࣝ
    ཁٻ͞ΕΔ ྫ -JF
    1PJOU
    4ZNNFUSZ
    %BUB
    "VHNFOUBUJPO
    [Brandstetter et al. ICML. 2022] 1IZTJDT*OGPSNFE
    /FVSBM
    /FUXPSL
    [Raissi et al. J. Comput. Phys. 2019] *TP($/
    [Horie et al. ICLR. 2021] 1IZTJDT&NCFEEFE
    /FVSBM
    /FUXPSL
    [Horie and Mitsume. NeurIPS. 2022]
33.  ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦ ໊শ 0CTFSWBUJPOBM
    CJBT -FBSOJOH
    CJBT *OEVDUJWF
    CJBT ಺༰ ֶशσʔλΛճసɾฒߦҠಈͳͲͰ
    ਫ૿͠͠ɺ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ֶशΛߦ͏ͱ͖ͷޡࠩؔ਺ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ػցֶशϞσϧͷ಺෦ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ௕ॴ  ࣮૷͕؆୯  ࣮૷͕؆୯  ෺ཧݱ৅ͷಛੑΛ
    ׬શʹ൓өͰ͖Δ ୹ॴ  ֶशʹ͕͔͔࣌ؒΔ
     ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ϞσϦϯάʹߴ౓ͳ஌͕ࣝ
    ཁٻ͞ΕΔ ྫ -JF
    1PJOU
    4ZNNFUSZ
    %BUB
    "VHNFOUBUJPO
    [Brandstetter et al. ICML. 2022] 1IZTJDT*OGPSNFE
    /FVSBM
    /FUXPSL
    [Raissi et al. J. Comput. Phys. 2019] *TP($/
    [Horie et al. ICLR. 2021] 1IZTJDT&NCFEEFE
    /FVSBM
    /FUXPSL
    [Horie and Mitsume. NeurIPS. 2022] ¥ ภඍ෼ํఔࣜΛҐஔɺ࣌ࠁͷؔ਺ͱֶͯ͠शͤ͞Δ͜ͱͰࣗಈඍ෼Λ༻͍ͯ
    ภඍ෼ํఔࣜΛޮ཰తʹܭࢉ͠ɺ༧ଌ݁Ռ͕ภඍ෼ํఔࣜΛຬ͍ͨͯ͠Δ͔Λ
    MPTT
    ʹ௥Ճ
    ¥ Ґஔ΍࣌ࠁͷઈରతͳ஋ʹґଘ͍ͯ͠ΔͨΊଟ༷ͳܗঢ়΍࣌ࠁͰͷ༧ଌਫ਼౓͕Լ͕Δ [a] Raissi et al. J. Comput. Phys. 2019 [b] Karniadakis et al. Nat. Rev. Phys. 2021 [b] [a]
34.  ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦ ໊শ 0CTFSWBUJPOBM
    CJBT -FBSOJOH
    CJBT *OEVDUJWF
    CJBT ಺༰ ֶशσʔλΛճసɾฒߦҠಈͳͲͰ
    ਫ૿͠͠ɺ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ֶशΛߦ͏ͱ͖ͷޡࠩؔ਺ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ػցֶशϞσϧͷ಺෦ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ௕ॴ  ࣮૷͕؆୯  ࣮૷͕؆୯  ෺ཧݱ৅ͷಛੑΛ
    ׬શʹ൓өͰ͖Δ ୹ॴ  ֶशʹ͕͔͔࣌ؒΔ
     ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ϞσϦϯάʹߴ౓ͳ஌͕ࣝ
    ཁٻ͞ΕΔ ྫ -JF
    1PJOU
    4ZNNFUSZ
    %BUB
    "VHNFOUBUJPO
    [Brandstetter et al. ICML. 2022] 1IZTJDT*OGPSNFE
    /FVSBM
    /FUXPSL
    [Raissi et al. J. Comput. Phys. 2019] *TP($/
    [Horie et al. ICLR. 2021] 1IZTJDT&NCFEEFE
    /FVSBM
    /FUXPSL
    [Horie and Mitsume. NeurIPS. 2022] ¥ ۭؒඍ෼ԋࢉࢠϞσϧΛ
    ػցֶशϞσϧʹ಺แ͠
    ߹ಉม׵ʹର͢Δରশੑͷ
    ߴ଎ͳऔΓѻ͍Λ࣮ݱ
    ¥ ֶशσʔλͱେ͖͘ҟͳΔ
    ܗঢ়ʹ͍ͭͯ΋༧ଌਫ਼౓͕
    ྼԽ͠ʹ͍͘ *TP($/ ೖྗͱग़ྗͷ
    ؔ܎Λֶश ֶश͍ͤͯ͞ͳ͍
    ະ஌ͷܗঢ়ʹରͯ͠༧ଌ ਺஋ղੳ݁Ռ
    ਖ਼ղ ޡࠩ
    ఔ౓ ֶशσʔλ ೖྗ ग़ྗ
35.  ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦ ໊শ 0CTFSWBUJPOBM
    CJBT -FBSOJOH
    CJBT *OEVDUJWF
    CJBT ಺༰ ֶशσʔλΛճసɾฒߦҠಈͳͲͰ
    ਫ૿͠͠ɺ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ֶशΛߦ͏ͱ͖ͷޡࠩؔ਺ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ػցֶशϞσϧͷ಺෦ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ௕ॴ  ࣮૷͕؆୯  ࣮૷͕؆୯  ෺ཧݱ৅ͷಛੑΛ
    ׬શʹ൓өͰ͖Δ ୹ॴ  ֶशʹ͕͔͔࣌ؒΔ
     ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ϞσϦϯάʹߴ౓ͳ஌͕ࣝ
    ཁٻ͞ΕΔ ྫ -JF
    1PJOU
    4ZNNFUSZ
    %BUB
    "VHNFOUBUJPO
    [Brandstetter et al. ICML. 2022] 1IZTJDT*OGPSNFE
    /FVSBM
    /FUXPSL
    [Raissi et al. J. Comput. Phys. 2019] *TP($/
    [Horie et al. ICLR. 2021] 1IZTJDT&NCFEEFE
    /FVSBM
    /FUXPSL
    [Horie and Mitsume. NeurIPS. 2022] ೖྗσʔλΛճస ྲྀ଎ϊϧϜ ਺஋ղੳ݁Ռ
    ਖ਼ղ 1&// .11%&
    [Brandstetter et al. ICLR. 2022] ¥ *TP($/
    ʹҾ͖ଓ͖
    ߹ಉม׵ʹର͢ΔରশੑΛ
    อ࣋
    ¥ ඇѹॖੑྲྀΕͳͲͷ
    େҬతͳ૬ޓ࡞༻Λߟྀ
    ¥ ೚ҙͷࠞ߹ڥք৚݅
    %JSJDIMFUɾ/FVNBOO
    Λ
    औΓѻ͑Δ
36.  ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦ ໊শ 0CTFSWBUJPOBM
    CJBT -FBSOJOH
    CJBT *OEVDUJWF
    CJBT ಺༰ ֶशσʔλΛճసɾฒߦҠಈͳͲͰ
    ਫ૿͠͠ɺ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ֶशΛߦ͏ͱ͖ͷޡࠩؔ਺ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ػցֶशϞσϧͷ಺෦ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ௕ॴ  ࣮૷͕؆୯  ࣮૷͕؆୯  ෺ཧݱ৅ͷಛੑΛ
    ׬શʹ൓өͰ͖Δ ୹ॴ  ֶशʹ͕͔͔࣌ؒΔ
     ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ϞσϦϯάʹߴ౓ͳ஌͕ࣝ
    ཁٻ͞ΕΔ ྫ -JF
    1PJOU
    4ZNNFUSZ
    %BUB
    "VHNFOUBUJPO
    [Brandstetter et al. ICML. 2022] 1IZTJDT*OGPSNFE
    /FVSBM
    /FUXPSL
    [Raissi et al. J. Comput. Phys. 2019] *TP($/
    [Horie et al. ICLR. 2021] 1IZTJDT&NCFEEFE
    /FVSBM
    /FUXPSL
    [Horie and Mitsume. NeurIPS. 2022]
37.  ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ෺ཧͷ஌ࣝΛຒΊࠐΉํ๏࿦ ໊শ 0CTFSWBUJPOBM
    CJBT -FBSOJOH
    CJBT *OEVDUJWF
    CJBT ಺༰ ֶशσʔλΛճసɾฒߦҠಈͳͲͰ
    ਫ૿͠͠ɺ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ֶशΛߦ͏ͱ͖ͷޡࠩؔ਺ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ػցֶशϞσϧͷ಺෦ʹ
    ෺ཧݱ৅ͷಛੑΛ൓өͤ͞Δ ௕ॴ  ࣮૷͕؆୯  ࣮૷͕؆୯  ෺ཧݱ৅ͷಛੑΛ
    ׬શʹ൓өͰ͖Δ ୹ॴ  ֶशʹ͕͔͔࣌ؒΔ
     ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ׬શʹ͸෺ཧݱ৅ͷಛੑ͕
    ൓өͰ͖ͳ͍  ϞσϦϯάʹߴ౓ͳ஌͕ࣝ
    ཁٻ͞ΕΔ ྫ -JF
    1PJOU
    4ZNNFUSZ
    %BUB
    "VHNFOUBUJPO
    [Brandstetter et al. ICML. 2022] 1IZTJDT*OGPSNFE
    /FVSBM
    /FUXPSL
    [Raissi et al. J. Comput. Phys. 2019] *TP($/
    [Horie et al. ICLR. 2021] 1IZTJDT&NCFEEFE
    /FVSBM
    /FUXPSL
    [Horie and Mitsume. NeurIPS. 2022] Ωʔϫʔυ
    ಉมੑ
38. ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ରশੑΛهड़͢Δ਺ֶ
    
    ಉมੑ ¥ ෺ཧݱ৅ʹ͸ର৅ੑ͕͋ΔͨΊ
    ճస΍ฏߦҠಈ
    E(n)
    Λ
    ΄Ͳͯ͜͠΋ݱ৅ͷຊ࣭͸มԽ͠ͳ͍
    ˠ
    E(n)ಉมੑ  น ྲྀΕ ղੳྖҬ ղੳ݁Ռ ղੳ
39. ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ରশੑΛهड़͢Δ਺ֶ
    
    ಉมੑ ¥ ෺ཧݱ৅ʹ͸ର৅ੑ͕͋ΔͨΊ
    ճస΍ฏߦҠಈ
    E(n)
    Λ
    ΄Ͳͯ͜͠΋ݱ৅ͷຊ࣭͸มԽ͠ͳ͍
    ˠ
    E(n)ಉมੑ  น ྲྀΕ ղੳྖҬ ղੳ݁Ռ ղੳ ղੳ ճసɾฏߦҠಈ
40. ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ରশੑΛهड़͢Δ਺ֶ
    
    ಉมੑ ¥ ෺ཧݱ৅ʹ͸ର৅ੑ͕͋ΔͨΊ
    ճస΍ฏߦҠಈ
    E(n)
    Λ
    ΄Ͳͯ͜͠΋ݱ৅ͷຊ࣭͸มԽ͠ͳ͍
    ˠ
    E(n)ಉมੑ  ¥ ୯७ͳػցֶशख๏Ͱ͸
    ճస΍ฏߦҠಈΛͨ͠σʔλ͸
    ผͷσʔλͱΈͳ͞ΕΔͨΊ
    E(n)ಉมੑ͕ͳ͍ น ྲྀΕ ղੳྖҬ ղੳ݁Ռ ղੳ ղੳ ճసɾฏߦҠಈ
41. ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ରশੑΛهड़͢Δ਺ֶ
    
    ಉมੑ ¥ ෺ཧݱ৅ʹ͸ର৅ੑ͕͋ΔͨΊ
    ճస΍ฏߦҠಈ
    E(n)
    Λ
    ΄Ͳͯ͜͠΋ݱ৅ͷຊ࣭͸มԽ͠ͳ͍
    ˠ
    E(n)ಉมੑ  ¥ ୯७ͳػցֶशख๏Ͱ͸
    ճస΍ฏߦҠಈΛͨ͠σʔλ͸
    ผͷσʔλͱΈͳ͞ΕΔͨΊ
    E(n)ಉมੑ͕ͳ͍ น ྲྀΕ ղੳྖҬ ղੳ݁Ռ ղੳ ղੳ ճసɾฏߦҠಈ <latexit sha1_base64="mvyxVg25FBZi6dfG4Usep0GUHJM=">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</latexit> (√3/2, 1/2) <latexit 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</latexit> (1 . 5 , 2 . 1) <latexit 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wdz/gbT4WBhA/W73d6L3l3/Cn8FFe59VbCW5wsbsFXURGtDC/S6SMdVkOkHUpO7osICVQYPUjwZ/PDiiX57x/wxyDS3b6HKEvdfmrfHngwhTVkb90D0qdjEBIghn+v/HjDeIdNvsekq2DplrfUrpMU0NjnTFMWJglXjXhYiKkC7u0tukxKiJFjrvIJcVFmqH97PZ4Mfns97yCIHza33cerO9HvRx5WaKXsYo4XBD8MkH6uHbuiUgf5LB9zl00AHyzngWSuDGESSi7xoCnoF92tia1JIvTyFLgDDidjGz745/E6KUVHcri17j3NOSn06F9UfUONVbAaAv4er+upbDfU5aRviVb9Lo1ZsZv5/pMUFCupCv+GXghoGI4yztLgbVRDcfvpuZb37d0iLF1cv1tb/be3V21crf9ps/kbpF0u/XfqXpe+X1pf+felPS/tLp0uXS+HS56X/Wvrvpf95/fPXf3i9/vqlbfrTnzR9/nnJ+3n9x/8DgnumoQ==</latexit> (1 , 1) <latexit sha1_base64="BNxwav/+mswo7KuyGrImjgwDd1c=">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</latexit> (1 , 0)
42. ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ରশੑΛهड़͢Δ਺ֶ
    
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    ճస΍ฏߦҠಈΛͨ͠σʔλ͸
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    E(n)ಉมੑ͕ͳ͍ ¥ ࠲ඪ࣠ͷऔΓํ΍ܗঢ়ͷ޲͖Ͱ
    ༧ଌ݁Ռ͕มԽͯ͠΄͘͠ͳ͍ น ྲྀΕ ղੳྖҬ ղੳ݁Ռ ղੳ ղੳ ճసɾฏߦҠಈ <latexit sha1_base64="mvyxVg25FBZi6dfG4Usep0GUHJM=">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</latexit> (√3/2, 1/2) <latexit 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</latexit> (1 . 5 , 2 . 1) <latexit 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wdz/gbT4WBhA/W73d6L3l3/Cn8FFe59VbCW5wsbsFXURGtDC/S6SMdVkOkHUpO7osICVQYPUjwZ/PDiiX57x/wxyDS3b6HKEvdfmrfHngwhTVkb90D0qdjEBIghn+v/HjDeIdNvsekq2DplrfUrpMU0NjnTFMWJglXjXhYiKkC7u0tukxKiJFjrvIJcVFmqH97PZ4Mfns97yCIHza33cerO9HvRx5WaKXsYo4XBD8MkH6uHbuiUgf5LB9zl00AHyzngWSuDGESSi7xoCnoF92tia1JIvTyFLgDDidjGz745/E6KUVHcri17j3NOSn06F9UfUONVbAaAv4er+upbDfU5aRviVb9Lo1ZsZv5/pMUFCupCv+GXghoGI4yztLgbVRDcfvpuZb37d0iLF1cv1tb/be3V21crf9ps/kbpF0u/XfqXpe+X1pf+felPS/tLp0uXS+HS56X/Wvrvpf95/fPXf3i9/vqlbfrTnzR9/nnJ+3n9x/8DgnumoQ==</latexit> (1 , 1) <latexit 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</latexit> (1 , 0)
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YnJPmSb91KmYz37z/pJgM8e9Kb8DaaD3twG6ne7vRe92/4V/gkq3PuqYC3P5zZgs6iJ1oYW6HWRDqsg0w+kRvdFhQWqDB6leNb79uUz/faO+U8W49y+hSpL3H9p3h571oc0ZW3cA9HnYgMTIIZ8rn89YrxDpt9i01Wwdcpa61dIi3FscqYpihMFy8a9LERUgHZ3n9wlJURJsNJ6BbmoslQ/vJ9Oet+uTjvIIgfNrXVx6t70e9nFlZopOxijhd63/SQfqsd26JSB/n8KuMsngQ6Wc8CzVgYxiCQXedEU9AoeVsTmqJB6eQpdAIYjsYWffXP4hRSDorhbWfQe5xyX+nQuqn9CjVexGQD+7S/rqy811OekbYhX3S6NWrGZ+f1EiwsU1IV+wy8F1Q8GGGdpcT+oILj78NXSWvv/98xfXL1cWfvXldXT1aVvNhbszw8Xfrbw9cIvF9YWfrXwzcLewsnC5UK48IeF/1z474X/ef371//x+k+v/2ybfv97TZ9/WPB+Xv/X/wKfEYxh</latexit> 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</latexit> 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</latexit> 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</latexit> 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sha1_base64="5ZYyyFqCOKeG/NzVXEbOAjqJ7pg=">AAA1PHiclVvLchzLcYVk2ZYg2b6yl9pUXJCSbIMwQNIhLRSKizdADN5vcngZPd05PU30i101DYCj8Vf4e/QF+gHtvVNo44U39sJZVV2TWT0NXhsRBDrPqcqux8nKnJ7moEwTqVZX//i97//FD/7yr/76hz9a/PFP/uZv/+6rn/79lSzGVQiXYZEW1c0gkJAmOVyqRKVwU1YQZIMUrgd3m5q/rqGSSZFfqMcS3mdBnCfDJAwUQh++GvYHECf5RCV3n8Noungj+kH1rloWX8eiH0aF+vq9QSJEhnj9c3HD7cV+f/G2o8vPxe1iH/LI+f3w1dLqyqr5EfMXa83F0jdf9//53//4zePJh5+++n0/KsJxBrkK00DKd2urpXo/CSqVhClMF/tjCWUQ3gUxvMPLPMhAvp+YBZmK54hEYlhU+C9XwqC8xyTIpHzMBtgyC9RItjkNdnKDrHVnNfz1+0mSl2MFeWhvPBynQhVCr7aIkgpClT7iRRBWCY5dhKOgCkKFe+J51gvl+Z7ou6uiSOV0ruELvVX9HO7DIssCXOZ+lAyH03cv30/6Q/Q+icTS2lT/fjmdCvG8qKIkDyo9jOEQKlzTJEh9B2XLQ7/USx2kxhEZ6M/vl+Szjvqm4l+EuSveNMlfaFWK/8PNcQHp9nRjdMbvzHw69GmX4zxR03dr6E/09UpW2eTd0tp7sxyaE/eJGgn5aRxUIAY44ztQ0ncRKDugFIZqRQ+nXyXxSP3uw2R+GSJIcb1b4CWu3CCbXLYbX1n8CvHnwmPAMjC/ymVV0Gh+g6NZxiVpRvTbOT9XQWUn30xd26Znf0IT6c/ff9vrtd3dx1+kgbR9dMvfsVWaLi4uPtc/4mj7WhyuX+yJre2d/aP9i/3jo3NhqMWuwFvGvzps5bKONhzhYVDdCYlxhCeWFMVQhEFpr3WEV4AKqJI81kEXJXUiXbNhEo8raG0qgnqk0wkudiZ+2cPrf2zPCduEqCmoXKtNY3W1M3N1zc600dVKFaVrc1GUXS0GhVJF5hptGGuuXTPvwDULnmoxcC0GT7UIXYvwqRaRaxHpFrgNezi7VM9QBALb60MNhhiMkcC1yXwfeK1BowxU9FCfIkYQYsdsit01PDJhWaTFPVQvQkxiK4sYR0OzrDBcWpvYDfy3PloT46CrOw43UUG6InZQDFLhwaD3XuodQ9563HEed9oeDa3uC3fPpZfNXaVwjQTOqDFeuh54bETUZenV0uu5bsuzPu7qFXf12kzn3Kr6i8uByreDb0LAW48OB25BbO9z1/u8o/eZ62US1n0xi7KV2cLYu0uzMrMYfGJp2g5HFUDbJfO39GreI60a8/1q3neQC8BN0J07lgw+2Tm7Jk9P2vMzLkuohPZj3Ww3bra73KyLKrindW85e/HiRVAXSSTGUh9NyVCUhZQJlmXWdZkGGDqN/6dHp6uFEiOpY46asd2bNv/vSTaONmeONr/TEc45j8GcwbattD4MPBsRSsXRztWLF0/KBEcXpHGB1dEo65gncnZ0s0ZfnChzNTfTdedqvcOVE7y7H05i5uvLh8GF12n9OzvNLaquZpqZM/Vp1A5XX31pU2z/tnpPZv1P/P5uprMb4Kj19ZMDbgQHSarFmuoLm+j1VeNvmBZFZWhzZXlz2TRYM5XNWjvbqAoDYWpLjjBIJ1vtBnWQJhFv8GFWn1hqOucSpOruYJjpbEZQSp3jSpmkRd7kpzN0UWSiDqokwGh1+gYVTLTnB5UXVYZen/URejZ1y1m16ICYgc8MiAl9JiQm8pmIGPAZIGboM0NiYp+JiRn5zIiYxGcSYj76zEdi7nzmjpjUZ9KpkXGViURixOIH1uhRH3Z2B5fFx7FUIiryXyihP9ihHB/1yeNtjMga37nvO6e7Fj5TEFP6TEnMJ5/5REzlMxUx0mckMcpnFDFjnxkTU/tMTcy9z9wT8+AzD8Q8+swjMZ995vPUlnkuADAzF7PjvW6CZGJDaTBkYTMbtxrZKHEtjM14xnF4QDCLjTokmAVGHRHMoqIGgllI1EOCWTzUMcEsGOoRwSwS6jHBLAzqjwSzGKjvCGYBUKcEpwzOCM4YzBaar3BBMBNzXRLMlFx/IpjJuK4IZhquJcGSbyrBqntNuHRrgplu63uCmWjrB4KZYutHgplc688EO61up6AfEJlPe1WHbsGKrvNcBqu8zpMZrPw6z2awGuw8ncEKsfN8BqvGzhMarCQ7z2iwuuw8pZF78pwGq9DOkxqsTDvParBabZ/Wjst8LuPckycxWOl2nsVg9dt5GoMVced5DFbJnScyWDl3nslgNd15KoMVdue5DFbdnSczWIl3ns1gdd55OoMVe+f5DFbxT5/QGAtVEs4qlGyd4mOdwibbIHiDwZsEbzJ4i+AtBm8TvM3gHYJ3GLxL8C6D9wjeY/A+wfsMfkPwGwYfEHzA4B7BPQYfEnzI4COCjxh8TPAxg08IPmHwKcGnDD4j+IzB5wSfM/iC4AsGXxJ8yeArgq8YfE3wNYNvCL5h8C3Btwx+S/Dbp49XX3RgVcc0us70a6THuA3ObfrcJue2fG6Lc9s+t825HZ/b4dyuz+1ybs/n9ji373P7nHvjc284d+BzB5zr+VyPc4c+d8i5I5874tyxzx1z7sTnTjh36nOnnDvzuTPOnfvcOecufO6Cc5c+d8m5K5+74ty1z11z7sbnbjh363O3nHvrc072V7yEqD+D+RyBn11XZ33rIoeJ+zzrsGxsoX5GSWNWE2vcr4frBmbIwCJUh5gqBBGqPkztgQjVHHUzEqo0TJ2BCNUXprpAhKoKU1MgQrWEqSQQoQrC1A+IUN1gqgZEqFowtQIiKVsHi1BlYOoCRHK2fhahKsDUAIhQ7jeZHxHK+CbfI0J53mR5RCRbcItQTq+bbWGbUluE8rfJ3ohQ1jY5GxHK1SZTI0IZ2uRnRLqqUb8MrYO0HOn9Nn9nCqwHjTiMLhxIH7XoyURDpUE2iHQPe0FEkUGscfOXYCNJLUcHoENE8DdBMokz3dX8JdgJtxHtbCKTCR//RIvVWSjWkCwUasQmNbFfalkLBTokC8UZk4XCHJGFw2VjRUF+JAvFeMfWZqJFOJv5RAvQWbiYbBVRfAVbkokWnbNQdJ/IQsFVbKUmWmizBZpokTkLF5otMwqsJgvFdU8WCuuBLBTVI1koqM/T5jsvzLMPFjc5FnVGudVkVkQoo5p8igjlUZNFEaHsaXLnIGM502RMRChTmjyJCOVHkx0RoaxociIilAtNJkSEMqDJf4hQ3jNZDxHKdibXIUI5zmQ4RCizmbyGCOUzk80QoSxmchgilLtM5kKEMpbJV4hQnjJZChHKTiY32e9rHXI1cd/UOuTaIpR/TPZBhLKOyTmIUK4xmQaRt2wHKS8MeFrITkbNQdzHK7Z6LvQ102vCfza5JoY1d27j2KjoAnKp33zYgjANKkBRjdb1CYR3tMWeHCb6USnkYREleYzOgnGqETmcXWfTidRPec9BPeVgUKTRd7kZPEwxCNtPavPm22OTNxt/5il1MzVl68tcMvWrDYeR/tWmwygC1JbDKAbUtsMoCtSOwygO1K7DKBLUnsMoFtS+wyga1BuHUTyoA4dRRKiewygm1KHDKCrUkcMoLtSxwygy1InDKDbUqcMoOtSZwyg+1LnDKELUhcMoRtSlwyhK1JXDKE7UtcMoUtSNwyhW1K3DKFrUW4fZigyFvFsF5ciysfucG3ofN+INBpMu4k0GkzTiLQaTOuJtBpNA4h0Gk0biXQaTTOI9BpNS4n0Gk1jiNwwmvcQHDCbJxD0Gk2riQwaTcOIjBpN24mMGk3ziEwaTguJTBpOI4jMGk47icwaTlOILBpOa4ksGk6DiKwaTpuJrBpOs4hsGk7LiWwaTuOK3DHYV/7l590fTcvYUZcDEJTcIJW3JTUJJWnKLUKOs52LLfJMxliACIUEJvHUKkdheFgMIA42rUSLFfTFOI4TQAiHN9x5YS44roV9VK1J0pN93gYcSa0vzZa77Sn2H7kjqlLuEkjjlHqGkTblPKElTviGUlCkPCCVhyh6hpEt5SCjJUh4RSqqUx4SSKOUJoaRJeUooSVKeEUqKlOeEkiDlBaGkR3lJKMlRXhFKapTXhJIY5Q2hpEV5SyhJUb4ldPbIJce6D8xHiMA+bGmKQKAKoOcX/7o8XCcLpbpBFkp0kyyU5hZZeNhtk4Ui2iELxbNLFopmjywUyz5ZKJI3ZKE4DshCUfTIQjEckoUiOCILN/+YLNz0E7Jws0/Jwk0+Iws395ws3NQLsnAzL8nCTbwiCzfvmizctBuycLNuycJNesvu11RaTZWltwz4lilbceGRouPXvH2KQWzRZfPOYTFWAssdcY8prYTKL4iAKiKvGmpur2YaMA3nCkEw5RK06iUwBRO0KiYwJRO0aiYwRRO0qiYwZRO06iYwhRO0KicwpRO0aicwxRO0qicw5RO06icwBRS0KigwJRS0aigwRRS0qigwZRS06igwhRS0KikwpRS0aikwxRS0qikw5RS06ikwBRW0KiowJRW0aiowRRW0qiowZRW06iowhRW0KiswpRW0aiswxRW0qisw5RW06iswBRawCgs/KWDKUdUYxDiPoEof9UtLUaACEUMOFWYbbScSlT4Y69TTfnkYm04n5YdJv8omxjCJT3uFrEyqJDQv61L/2buDg0eT7sxrIPommB9bvt0bIqNA4Sd1/xZeyxPe8mTaNZisiCD90kRMg9lMrDV3n6bRyZcalSpJI2ha9o0xG/2sBx4TqghHgdQvhgdjVZhPUFB5I2y9wFraNrMxNl3mBxCB186aHe0qJPDQce2siVoIzTM0v3EalGkQwnT2Rk2vAabiuWiu/eVdbL1fPMt42+2B9CR7aafXZs+mPLe3Ts2sZGvcItNq6p67+UQF8XT2JK1NhYrmqK1kmEDVdi2LocqCB2rpgHY7TBaFeYnJPmSb91KmYz37z/pJgM8e9Kb8DaaD3twG6ne7vRe92/4V/gkq3PuqYC3P5zZgs6iJ1oYW6HWRDqsg0w+kRvdFhQWqDB6leNb79uUz/faO+U8W49y+hSpL3H9p3h571oc0ZW3cA9HnYgMTIIZ8rn89YrxDpt9i01Wwdcpa61dIi3FscqYpihMFy8a9LERUgHZ3n9wlJURJsNJ6BbmoslQ/vJ9Oet+uTjvIIgfNrXVx6t70e9nFlZopOxijhd63/SQfqsd26JSB/n8KuMsngQ6Wc8CzVgYxiCQXedEU9AoeVsTmqJB6eQpdAIYjsYWffXP4hRSDorhbWfQe5xyX+nQuqn9CjVexGQD+7S/rqy811OekbYhX3S6NWrGZ+f1EiwsU1IV+wy8F1Q8GGGdpcT+oILj78NXSWvv/98xfXL1cWfvXldXT1aVvNhbszw8Xfrbw9cIvF9YWfrXwzcLewsnC5UK48IeF/1z474X/ef371//x+k+v/2ybfv97TZ9/WPB+Xv/X/wKfEYxh</latexit> X X Y Y g· f f g· ¥ ಉมͳࣸ૾͚ͩͰ༧ଌϞσϧΛߏ੒͢Ε͹෺ཧݱ৅ͷରশੑ͕ຬͨͤΔ ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ରশੑΛهड़͢Δ਺ֶ
    
    ಉมੑ 
    ӡಈํఔࣜ
    ྗΛಉม
    //
    Ͱۙࣅ͢Δ͜ͱΛߟ͑Δ
    
    ֤ม਺ʹ
    g
    ྫ͑͹ճస܈
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    ͷݩ
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    g
    ͸߃౳ࣸ૾ͱͯ͠࡞༻
    SO(n)ෆม 
    ํఔ͕ࣜෆม
    ˠ
    ճసରশੑ <latexit sha1_base64="CZJAfAw6Nck+0XP3lHrWpkLUNX8=">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</latexit> ma = fNN (x) (g · m)(g · a) = fNN (g · x) = g · fNN (x) id(m)Ra = RfNN (x) ma = fNN (x)
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    ͷ࡞༻ʹରͯ͠ಉมʢFRVJWBSJBOUʣͰ͋Δ <latexit sha1_base64="5ZYyyFqCOKeG/NzVXEbOAjqJ7pg=">AAA1PHiclVvLchzLcYVk2ZYg2b6yl9pUXJCSbIMwQNIhLRSKizdADN5vcngZPd05PU30i101DYCj8Vf4e/QF+gHtvVNo44U39sJZVV2TWT0NXhsRBDrPqcqux8nKnJ7moEwTqVZX//i97//FD/7yr/76hz9a/PFP/uZv/+6rn/79lSzGVQiXYZEW1c0gkJAmOVyqRKVwU1YQZIMUrgd3m5q/rqGSSZFfqMcS3mdBnCfDJAwUQh++GvYHECf5RCV3n8Noungj+kH1rloWX8eiH0aF+vq9QSJEhnj9c3HD7cV+f/G2o8vPxe1iH/LI+f3w1dLqyqr5EfMXa83F0jdf9//53//4zePJh5+++n0/KsJxBrkK00DKd2urpXo/CSqVhClMF/tjCWUQ3gUxvMPLPMhAvp+YBZmK54hEYlhU+C9XwqC8xyTIpHzMBtgyC9RItjkNdnKDrHVnNfz1+0mSl2MFeWhvPBynQhVCr7aIkgpClT7iRRBWCY5dhKOgCkKFe+J51gvl+Z7ou6uiSOV0ruELvVX9HO7DIssCXOZ+lAyH03cv30/6Q/Q+icTS2lT/fjmdCvG8qKIkDyo9jOEQKlzTJEh9B2XLQ7/USx2kxhEZ6M/vl+Szjvqm4l+EuSveNMlfaFWK/8PNcQHp9nRjdMbvzHw69GmX4zxR03dr6E/09UpW2eTd0tp7sxyaE/eJGgn5aRxUIAY44ztQ0ncRKDugFIZqRQ+nXyXxSP3uw2R+GSJIcb1b4CWu3CCbXLYbX1n8CvHnwmPAMjC/ymVV0Gh+g6NZxiVpRvTbOT9XQWUn30xd26Znf0IT6c/ff9vrtd3dx1+kgbR9dMvfsVWaLi4uPtc/4mj7WhyuX+yJre2d/aP9i/3jo3NhqMWuwFvGvzps5bKONhzhYVDdCYlxhCeWFMVQhEFpr3WEV4AKqJI81kEXJXUiXbNhEo8raG0qgnqk0wkudiZ+2cPrf2zPCduEqCmoXKtNY3W1M3N1zc600dVKFaVrc1GUXS0GhVJF5hptGGuuXTPvwDULnmoxcC0GT7UIXYvwqRaRaxHpFrgNezi7VM9QBALb60MNhhiMkcC1yXwfeK1BowxU9FCfIkYQYsdsit01PDJhWaTFPVQvQkxiK4sYR0OzrDBcWpvYDfy3PloT46CrOw43UUG6InZQDFLhwaD3XuodQ9563HEed9oeDa3uC3fPpZfNXaVwjQTOqDFeuh54bETUZenV0uu5bsuzPu7qFXf12kzn3Kr6i8uByreDb0LAW48OB25BbO9z1/u8o/eZ62US1n0xi7KV2cLYu0uzMrMYfGJp2g5HFUDbJfO39GreI60a8/1q3neQC8BN0J07lgw+2Tm7Jk9P2vMzLkuohPZj3Ww3bra73KyLKrindW85e/HiRVAXSSTGUh9NyVCUhZQJlmXWdZkGGDqN/6dHp6uFEiOpY46asd2bNv/vSTaONmeONr/TEc45j8GcwbattD4MPBsRSsXRztWLF0/KBEcXpHGB1dEo65gncnZ0s0ZfnChzNTfTdedqvcOVE7y7H05i5uvLh8GF12n9OzvNLaquZpqZM/Vp1A5XX31pU2z/tnpPZv1P/P5uprMb4Kj19ZMDbgQHSarFmuoLm+j1VeNvmBZFZWhzZXlz2TRYM5XNWjvbqAoDYWpLjjBIJ1vtBnWQJhFv8GFWn1hqOucSpOruYJjpbEZQSp3jSpmkRd7kpzN0UWSiDqokwGh1+gYVTLTnB5UXVYZen/URejZ1y1m16ICYgc8MiAl9JiQm8pmIGPAZIGboM0NiYp+JiRn5zIiYxGcSYj76zEdi7nzmjpjUZ9KpkXGViURixOIH1uhRH3Z2B5fFx7FUIiryXyihP9ihHB/1yeNtjMga37nvO6e7Fj5TEFP6TEnMJ5/5REzlMxUx0mckMcpnFDFjnxkTU/tMTcy9z9wT8+AzD8Q8+swjMZ995vPUlnkuADAzF7PjvW6CZGJDaTBkYTMbtxrZKHEtjM14xnF4QDCLjTokmAVGHRHMoqIGgllI1EOCWTzUMcEsGOoRwSwS6jHBLAzqjwSzGKjvCGYBUKcEpwzOCM4YzBaar3BBMBNzXRLMlFx/IpjJuK4IZhquJcGSbyrBqntNuHRrgplu63uCmWjrB4KZYutHgplc688EO61up6AfEJlPe1WHbsGKrvNcBqu8zpMZrPw6z2awGuw8ncEKsfN8BqvGzhMarCQ7z2iwuuw8pZF78pwGq9DOkxqsTDvParBabZ/Wjst8LuPckycxWOl2nsVg9dt5GoMVced5DFbJnScyWDl3nslgNd15KoMVdue5DFbdnSczWIl3ns1gdd55OoMVe+f5DFbxT5/QGAtVEs4qlGyd4mOdwibbIHiDwZsEbzJ4i+AtBm8TvM3gHYJ3GLxL8C6D9wjeY/A+wfsMfkPwGwYfEHzA4B7BPQYfEnzI4COCjxh8TPAxg08IPmHwKcGnDD4j+IzB5wSfM/iC4AsGXxJ8yeArgq8YfE3wNYNvCL5h8C3Btwx+S/Dbp49XX3RgVcc0us70a6THuA3ObfrcJue2fG6Lc9s+t825HZ/b4dyuz+1ybs/n9ji373P7nHvjc284d+BzB5zr+VyPc4c+d8i5I5874tyxzx1z7sTnTjh36nOnnDvzuTPOnfvcOecufO6Cc5c+d8m5K5+74ty1z11z7sbnbjh363O3nHvrc072V7yEqD+D+RyBn11XZ33rIoeJ+zzrsGxsoX5GSWNWE2vcr4frBmbIwCJUh5gqBBGqPkztgQjVHHUzEqo0TJ2BCNUXprpAhKoKU1MgQrWEqSQQoQrC1A+IUN1gqgZEqFowtQIiKVsHi1BlYOoCRHK2fhahKsDUAIhQ7jeZHxHK+CbfI0J53mR5RCRbcItQTq+bbWGbUluE8rfJ3ohQ1jY5GxHK1SZTI0IZ2uRnRLqqUb8MrYO0HOn9Nn9nCqwHjTiMLhxIH7XoyURDpUE2iHQPe0FEkUGscfOXYCNJLUcHoENE8DdBMokz3dX8JdgJtxHtbCKTCR//RIvVWSjWkCwUasQmNbFfalkLBTokC8UZk4XCHJGFw2VjRUF+JAvFeMfWZqJFOJv5RAvQWbiYbBVRfAVbkokWnbNQdJ/IQsFVbKUmWmizBZpokTkLF5otMwqsJgvFdU8WCuuBLBTVI1koqM/T5jsvzLMPFjc5FnVGudVkVkQoo5p8igjlUZNFEaHsaXLnIGM502RMRChTmjyJCOVHkx0RoaxociIilAtNJkSEMqDJf4hQ3jNZDxHKdibXIUI5zmQ4RCizmbyGCOUzk80QoSxmchgilLtM5kKEMpbJV4hQnjJZChHKTiY32e9rHXI1cd/UOuTaIpR/TPZBhLKOyTmIUK4xmQaRt2wHKS8MeFrITkbNQdzHK7Z6LvQ102vCfza5JoY1d27j2KjoAnKp33zYgjANKkBRjdb1CYR3tMWeHCb6USnkYREleYzOgnGqETmcXWfTidRPec9BPeVgUKTRd7kZPEwxCNtPavPm22OTNxt/5il1MzVl68tcMvWrDYeR/tWmwygC1JbDKAbUtsMoCtSOwygO1K7DKBLUnsMoFtS+wyga1BuHUTyoA4dRRKiewygm1KHDKCrUkcMoLtSxwygy1InDKDbUqcMoOtSZwyg+1LnDKELUhcMoRtSlwyhK1JXDKE7UtcMoUtSNwyhW1K3DKFrUW4fZigyFvFsF5ciysfucG3ofN+INBpMu4k0GkzTiLQaTOuJtBpNA4h0Gk0biXQaTTOI9BpNS4n0Gk1jiNwwmvcQHDCbJxD0Gk2riQwaTcOIjBpN24mMGk3ziEwaTguJTBpOI4jMGk47icwaTlOILBpOa4ksGk6DiKwaTpuJrBpOs4hsGk7LiWwaTuOK3DHYV/7l590fTcvYUZcDEJTcIJW3JTUJJWnKLUKOs52LLfJMxliACIUEJvHUKkdheFgMIA42rUSLFfTFOI4TQAiHN9x5YS44roV9VK1J0pN93gYcSa0vzZa77Sn2H7kjqlLuEkjjlHqGkTblPKElTviGUlCkPCCVhyh6hpEt5SCjJUh4RSqqUx4SSKOUJoaRJeUooSVKeEUqKlOeEkiDlBaGkR3lJKMlRXhFKapTXhJIY5Q2hpEV5SyhJUb4ldPbIJce6D8xHiMA+bGmKQKAKoOcX/7o8XCcLpbpBFkp0kyyU5hZZeNhtk4Ui2iELxbNLFopmjywUyz5ZKJI3ZKE4DshCUfTIQjEckoUiOCILN/+YLNz0E7Jws0/Jwk0+Iws395ws3NQLsnAzL8nCTbwiCzfvmizctBuycLNuycJNesvu11RaTZWltwz4lilbceGRouPXvH2KQWzRZfPOYTFWAssdcY8prYTKL4iAKiKvGmpur2YaMA3nCkEw5RK06iUwBRO0KiYwJRO0aiYwRRO0qiYwZRO06iYwhRO0KicwpRO0aicwxRO0qicw5RO06icwBRS0KigwJRS0aigwRRS0qigwZRS06igwhRS0KikwpRS0aikwxRS0qikw5RS06ikwBRW0KiowJRW0aiowRRW0qiowZRW06iowhRW0KiswpRW0aiswxRW0qisw5RW06iswBRawCgs/KWDKUdUYxDiPoEof9UtLUaACEUMOFWYbbScSlT4Y69TTfnkYm04n5YdJv8omxjCJT3uFrEyqJDQv61L/2buDg0eT7sxrIPommB9bvt0bIqNA4Sd1/xZeyxPe8mTaNZisiCD90kRMg9lMrDV3n6bRyZcalSpJI2ha9o0xG/2sBx4TqghHgdQvhgdjVZhPUFB5I2y9wFraNrMxNl3mBxCB186aHe0qJPDQce2siVoIzTM0v3EalGkQwnT2Rk2vAabiuWiu/eVdbL1fPMt42+2B9CR7aafXZs+mPLe3Ts2sZGvcItNq6p67+UQF8XT2JK1NhYrmqK1kmEDVdi2LocqCB2rpgHY7TBaFeYnJPmSb91KmYz37z/pJgM8e9Kb8DaaD3twG6ne7vRe92/4V/gkq3PuqYC3P5zZgs6iJ1oYW6HWRDqsg0w+kRvdFhQWqDB6leNb79uUz/faO+U8W49y+hSpL3H9p3h571oc0ZW3cA9HnYgMTIIZ8rn89YrxDpt9i01Wwdcpa61dIi3FscqYpihMFy8a9LERUgHZ3n9wlJURJsNJ6BbmoslQ/vJ9Oet+uTjvIIgfNrXVx6t70e9nFlZopOxijhd63/SQfqsd26JSB/n8KuMsngQ6Wc8CzVgYxiCQXedEU9AoeVsTmqJB6eQpdAIYjsYWffXP4hRSDorhbWfQe5xyX+nQuqn9CjVexGQD+7S/rqy811OekbYhX3S6NWrGZ+f1EiwsU1IV+wy8F1Q8GGGdpcT+oILj78NXSWvv/98xfXL1cWfvXldXT1aVvNhbszw8Xfrbw9cIvF9YWfrXwzcLewsnC5UK48IeF/1z474X/ef371//x+k+v/2ybfv97TZ9/WPB+Xv/X/wKfEYxh</latexit> X X Y Y g· f f g· ¥ ಉมͳࣸ૾͚ͩͰ༧ଌϞσϧΛߏ੒͢Ε͹෺ཧݱ৅ͷରশੑ͕ຬͨͤΔ ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ରশੑΛهड़͢Δ਺ֶ
    
    ಉมੑ 
    ӡಈํఔࣜ
    ྗΛಉม
    //
    Ͱۙࣅ͢Δ͜ͱΛߟ͑Δ
    
    ֤ม਺ʹ
    g
    ྫ͑͹ճస܈
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    ͷݩ
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    g
    ͸߃౳ࣸ૾ͱͯ͠࡞༻
    SO(n)ෆม 
    ํఔ͕ࣜෆม
    ˠ
    ճసରশੑ <latexit sha1_base64="CZJAfAw6Nck+0XP3lHrWpkLUNX8=">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</latexit> ma = fNN (x) (g · m)(g · a) = fNN (g · x) = g · fNN (x) id(m)Ra = RfNN (x) ma = fNN (x) ¥ ຊݚڀͰ͸
    &VDMJE
    ্ۭؒͷݱ৅Λߟ͑ΔͨΊɺ͓΋ʹ
    &VDMJE
    ܈
    E(n)
    Λߟ͑Δ
50. ෺ཧݱ৅ͷੑ࣭ͷ൓ө
    ରশੑΛهड़͢Δ਺ֶ
    
    ಉมੑ  ¥ ಉมੑ͸ػցֶशϞσϧͷ൚༻ੑΛߴΊΔͱߟ͑ΒΕ͍ͯΔ
    - ൚Խޡࠩ
    ະ஌ͷσʔλʹର͢Δޡࠩ
    ͷ
    TVQ
    ͸܈࡞༻Ͱׂۭͬͨؒͷ
    ʮମੵʯʹൺྫ͍ͯ͠Δ
    ༗ݶ܈ͷ৔߹ [Sannai+, UAI, 2021]
    - -JF
    ܈ಉมੑ͕͋ΔػցֶशϞσϧΛ
    .4&
    ޡࠩؔ਺Ͱֶशͤ͞
    ϊΠζʹରͯ͠ݎ࿚ੑΛຬͨ͢ͱ͖
    αϯϓϧΛม਺ͱͨ͠
    &VMFSr-BHSBOHF
    ํఔࣜΛຬͨ͢ͱ͖
    อଘଇ͕੒ཱ͢Δ[Dehmamy+, NeurIPS, 2021]
    - ॏΈڞ༗ͱಉมੑ͸ີ઀ͳؔ܎͕͋Δ[Ravanbakhsh+, ICML, 2017] ࣗ໌܈ ८ճ܈ ஔ׵܈ Sannai+, UAI, 2021
51. /FVSBM
    1%&
    4PMWFS
    ͷ൚༻ੑ޲্ํ਑  ࣌ؒൃల ߹ಉม׵ ߹ಉม׵ ࣌ؒൃల <latexit 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</latexit> ru(xi,j ) <latexit 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1 2∆x <latexit 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pgsCvMSk33ItuilTKd69l/0kwCfPRrM+BtMR4OFDdTvdnsvenf9K/wVVLj3VcFaXixswHZRE60NLdCbIh1XQaYfSE3uiwoLVBk8SvFs8MPLZ/rtHfO3ItPcvoUqS9x/ad4eezaENGVt3APR52ILEyCGfK7/e8R4h0y/xaarYOuUtdavkBbT2ORMUxQnClaNe1mIqADt7j65S0qIkmC98wpyUWWpfng/awY/vJj1kEUOmtvo49S96feyjys1U/YwRguDH4ZJPlaP3dApA/2HELjLZ4EOlgvAs1YGMYgkF3nRFvQKHtbF9qSQenkKXQCGE7GDn31z+J0Uo6K4W1/2Hueclvp0Lqp/Ro1XsRkA/h6u6quvNdTnpG2IV/0ujVqxmfn/iRaXKKhL/YZfCmoYjDDO0uJ+VEFw9/GblY3unyktXly/XN/41/VXb75f+eNW+ydMv1z67dI/Ln27tLH0b0t/XDpYOlu6WgqXflz6r6X/XvqfV69evX81ehXZpj//Wdvn75e8n1fZ/wErArqk</latexit> − 1 2∆x <latexit 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MseDxb8DabjwdIGqne7nRe9u/4l/vJL3PsyZy0vlzZgJ6+IVoYS6G2eTEo/VQ+kpvO8xAJV+E/CezH46c0L9faO/luRWWbeQhUF7r/Qb4+9GEGSsDb2gehLbxsTIIZ8pv57wniHVL3Fpqpg45S1Vq+Q5rNI50xdFMcS1rV7kXthDsrdPH6ICwhjf6PzCnJepol6eL+oBz+9XvSQeQaK2+zj5Fz3e9PHFYopehithcFPozibyKdu6BS++kMI3OWhr4LlEvCsFX4EXpx5Wd4U9BIeN7ydaS7U8uSqAAym3i5+9s3gN8Ib5/nDxqrzOOesUKdzXv4jaryM9ADw92hdXX2roTonTUO86nep1YrN9P/PtLhCQV2pN/wSkCN/jHGW5PNxCf7Dp+/WNrt/prR8cfNmY/OfN96e/7j22+3mT5h+tfK3K3+/8v3K5sq/rPx25XBluHK9EqxMV/5r5b9X/uft3709eHv6dmia/vIXTZ+/WXF+3t7/HyOXs9o=</latexit> 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    ଟ༷ͳܗঢ়ʹରԠ - ਺஋ղੳͱͷΞφϩδʔΛ࢖͍
    Մมࣗ༝౓ʹରԠ ¥ ෺ཧݱ৅ͷੑ࣭Λ൓ө - ಉมੑͷ͋ΔϞσϧΛ࢖͏ ¥ Մมࣗ༝౓ɾଟ༷ͳزԿܗঢ়ʹର͢Δ൚༻ੑ
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    4PMWFS
    ͷ൚༻ੑ޲্ํ਑  ࣌ؒൃల ߹ಉม׵ ߹ಉม׵ ࣌ؒൃల <latexit 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</latexit> ru(xi,j ) <latexit 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1 2∆x <latexit 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</latexit> − 1 2∆x <latexit sha1_base64="b3Epn45he+vepoUrvUknQjaTMSo=">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</latexit> 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    ͸ೖग़ྗͷࣗ༝౓͕ݻఆ <latexit sha1_base64="LTMzBdFkkOj/542MD92UjRhI05E=">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</latexit> MLP(u; {W}) := σ (L) Affine(L) WL · · · σ (1) Affine(1) W1 (u) - .-1
    ͸ΞϑΟϯม׵ͱඇઢܗม׵ͷ߹੒ؔ਺
    ޡࠩٯ఻೻͸ʮ࣮૷ͷৄࡉʯ
55. Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ۭؒඍ෼ͱͷΞφϩδʔΛ׆༻  ¥ શ݁߹ͷ
    .-1
    NVMUJMBZFS
    QFSDFQUSPO
    ͸ೖग़ྗͷࣗ༝౓͕ݻఆ <latexit sha1_base64="LTMzBdFkkOj/542MD92UjRhI05E=">AAA2NHiclVvZctxKcqXGy8zI252ZR79UmFKMroOiRd0rj2O8xHAVKTYXcZfUugw0OhsNEZtQ1SApTPvN3+A/8b84wm8Ov/oPHOGsKhQyCw3q2oyQiDynKlHLycpsNDgqkliqFy/+/dFP/uAP/+iPf/qznz/+kz/9sz//i29+8csLmc/KEM7DPMnLq1EgIYkzOFexSuCqKCFIRwlcjm42NX9ZQSnjPDtT9wV8TIMoiydxGCiErr/512EaqGmZ1geD4/mz2d+LYS0uxXD+rfjtP4qhjKM0GMpZUdSDuRiGcRkK12F9MsF7zh17XV9eU5txrqS7Zk7WvupkzTjBNs9m315/s/xi9YX5EYsXa83F8lLzc3z9i+//Be8azlLIVJgEUn5Ye1Goj3VQqjhMYP54OJNQBOFNEMEHvMyCFOTH2qzgXDxFZCwmeYn/MiUMynvUQSrlfTrClnrksstpsJcbpd6d63vtX3ZGoyZ/97GOs2KmIAvtYCazRKhc6C0T47iEUCX3eBGEZYzzEeE0KINQ4cZ63lV888W/nx6RyvPEv2VdBeVtPMYxe2gRlPImLnzQrpAH3fVg+tbPwzGCGdyGeZoG2bgejuPJZP7h5cd6OMHx1mOxvDbX/7+cz4V4mpfjOAtKPbHJBErcuThIfAdFx8Ow0BsaJMYRGejP7xdnbUd9U/E3wtwVbxpnz3WwiP/DzXFL6PZ0Y3TG78x8OvRhl7MsVvMPa+ivjYEPy2sfzXJoTtzGairk51lQghjhjG9ASd9FoOyAEpioVT2cYRlHU/X763pxGcaQ4Hp3QB1sZgw/1M+W177t9kF61NB2aF3astdu/LgTnSbnuDWjtD7v4hcWv0D8qfAYsAwsbmNR5jTdf8DpruCaN1P+pwU/F0FpV7cZm7ZNTzzW2pUaLt5/2+u13d/H34WRtH10y9+zbZg/fvz4qf4Rh9uX4mD9bFdsbe/sHe6d7R0dngpDPe47P1bwtzkdVvShgSM8CMobITH08aSWIp+IMCjstT6oSkCJlXEW6XNiHFexdM0mcTQroaMaBPVI5zUudiqeDfB6YeexTYiihdK12jRWXzszV9fsRBt9rVReuDZnedHXYpQrlaeu0YaxFto18w5cs+ChFiPXYvRQi9C1CB9qMXYtxroFbsMuzi7RMxSBwPb6HAadtcYC1yb1feC1Bo0yUNETYYJDe9kxm2J3DU95WBFJfgvl8xCT9+pjDNSJWVaYLK/VdgP/eYiWja6+7jjcWAXJqthBMUiFJ4/ee6l3DHnrccd53Ol6NLS6zd09l182d8W03TQSOKPGeOl64Lk0pi7L3y1/v9Btpe3jrr7jrr430zm1qv7qcqDy7eCbEPDWo8eBWxDb+9T1Pu3pfeJ6mRx7m7dRttoujL27NCvTxuADS9N1OC0Bui6Zv+XvFj3SqjHf3y36DjIBuAm6c8+SwWc7Z9fk4Ul7fjAfQCm0H+tmu3Gz3edmXZTBLa17x9nz58+DKo/HYib10RRPRJFLGWM5al0XSYCh0/h/eHS6wCkwknrmqBnbvWnz/55k42izdbT5o45wzlkE5gy2baX1YeB2RCgVRztXz58/KBMcXZBEORZ007RnnsjZ0bWNvjpR5mphpuvO1XqPKyd4dz+cROvr64fBmddp/Uc7LSyqLpeamTP1adQOV199bVNs/656j9v+x35/N9P2Bjhqff3ggBvBQZxosSb6wiZ6fdX4myR5XhraXFneXDYN1kxls1AjqRIDYW5LjjBI6q1ugypI4jFvcN3WJ5aaL7gEqfo7GGbezggKqXNcIeMkz5r8dIIu8lTgB4M4wGh1+gYV1NrzncryMkWvT4YIPZm75Sw7dEDMyGdGxIQ+ExIz9pkxMeAzQMzEZybERD4TETP1mSkxsc/ExHzymU/E3PjMDTGJzyRzI+MyFbHEiMUP6uN7fdjZHVwRn2ZSiXGe/VoJ/fkU5XivTx5vY0Ta+M583xndNfeZnJjCZwpiPvvMZ2JKnymJkT4jiVE+o4iZ+cyMmMpnKmJufeaWmDufuSPm3mfuifniM1/mtsxzAYCZOW+P96oJktqG0mjCwqYdt5raKHEtjM14xnF4RDCLjSokmAVGNSaYRUUFBLOQqCYEs3ioIoJZMFRTglkkVDOCWRhUnwhmMVDdEMwCoEoIThicEpwymC00X+GcYCbmqiCYKbn6TDCTcVUSzDRcSYIl31SCVf+acOlWBDPdVrcEM9FWdwQzxVb3BDO5Vl8IdlrdTkA/5zKf9soe3YIVXe+5DFZ5vSczWPn1ns1gNdh7OoMVYu/5DFaNvSc0WEn2ntFgddl7SiP34DkNVqG9JzVYmfae1WC12j2tHZf6XMq5B09isNLtPYvB6rf3NAYr4t7zGKySe09ksHLuPZPBarr3VAYr7N5zGay6e09msBLvPZvB6rz3dAYr9t7zGaziHz6hMRbKOGwrlHSd4mOdwibdIHiDwZsEbzJ4i+AtBm8TvM3gHYJ3GPya4NcM3iV4l8F7BO8x+A3Bbxi8T/A+gwcEDxh8QPABgw8JPmTwEcFHDD4m+JjBbwl+y+ATgk8YfErwKYPPCD5j8DnB5wy+IPiCwZcEXzL4iuArBr8j+B2D3xP8/uHj1RcdWNUxja4z/RrpMW6Dc5s+t8m5LZ/b4ty2z21zbsfndjj32udec27X53Y5t+dze5x743NvOLfvc/ucG/jcgHMHPnfAuUOfO+Tckc8dce7Y544599bn3nLuxOdOOHfqc6ecO/O5M86d+9w55y587oJzlz53ybkrn7vi3Dufe8e59z7nZH/BS4jqC5jPEfjZ9UXbt8ozqN3nWYelMwsNU0oabU2scb8erhqYISOLUB1iqhBEqPowtQciVHNUzUio0jB1BiJUX5jqAhGqKkxNgQjVEqaSQIQqCFM/IEJ1g6kaEKFqwdQKiCRsHSxClYGpCxDJ2PpZhKoAUwMgQrnfZH5EKOObfI8I5XmT5RGRbMEtQjm9araFbUplEcrfJnsjQlnb5GxEKFebTI0IZWiTnxHpq0b9MrQKkmKq99v8bhVYjRpxGF04kD5q0ZOJhkqCdDTWPewFEXkKkcbNb4KNJLUcHYAOEcH/CTJfSyNofhPshNuItp1IXfPx11qszkKxhmShUMdsUrX9UstaKNAJWSjOiCwU5pQsHC4bKwryE1koxhu2NrUWYTvzWgvQWbiYbBVRfDlbklqLzlkous9koeBKtlK1Flq7QLUWmbNwodkyo8AqslBct2ShsO7IQlHdk4WC+jJvvvPCPHtncZNjUWeUW01mRYQyqsmniFAeNVkUEcqeJneOUpYzTcZEhDKlyZOIUH402RERyoomJyJCudBkQkQoA5r8hwjlPZP1EKFsZ3IdIpTjTIZDhDKbyWuIUD4z2QwRymImhyFCuctkLkQoY5l8hQjlKZOlEKHsZHKT/b7WIRe1+6bWIZcWofxjsg8ilHVMzkGEco3JNIi8ZztIeWHE00J6PG0O4iFesdVzoa+ZQRP+7eSaGNbcqY1jo6IzyKR+gWMLwiQoAUU1XdcnEN7RFntyEutHpZCF+TjOInQWzBKNyEl7nc5rqZ/ynoJ6yMEoT8Y/5mZ0N8cg7D6pzZpvj03ebPyZp9TN1JStLzPJ1K82HEb6V5sOowhQWw6jGFDbDqMoUDsOozhQrx1GkaB2HUaxoPYcRtGg3jiM4kHtO4wiQg0cRjGhDhxGUaEOHUZxoY4cRpGhjh1GsaHeOoyiQ504jOJDnTqMIkSdOYxiRJ07jKJEXTiM4kRdOowiRV05jGJFvXMYRYt67zBbkaGQX5dBMbVs5D7nht7HjWiDwaSLaJPBJI1oi8GkjmibwSSQaIfBpJHoNYNJJtEug0kp0R6DSSzRGwaTXqJ9BpNkogGDSTXRAYNJONEhg0k70RGDST7RMYNJQdFbBpOIohMGk46iUwaTlKIzBpOaonMGk6CiCwaTpqJLBpOsoisGk7KidwwmcUXvGewq/lPzcpGmZfsUZcTEJTcIJW3JTUJJWnKLUKOsp2LLfJMxkyACIUEJvHUCY7G9IkYQBhpX01iK23yWjBFCC4Q033tgLTkrhX7jLk/QkX7fBe4KrC3Nl7nuK/UduiOpU74mlMQpdwklbco9Qkma8g2hpEy5TygJUw4IJV3KA0JJlvKQUFKlPCKURCmPCSVNyreEkiTlCaGkSHlKKAlSnhFKepTnhJIc5QWhpEZ5SSiJUV4RSlqU7wglKcr3hLaPXDKs+8B8hAjsw5amCASqAAZ+8a/Lw3WyUKobZKFEN8lCaW6RhYfdNlkooh2yUDyvyULR7JKFYtkjC0XyhiwUxz5ZKIoBWSiGA7JQBIdk4eYfkYWbfkwWbvZbsnCTT8jCzT0lCzf1jCzczHOycBMvyMLNuyQLN+2KLNysd2ThJr1n92sqrabK0lsGfMuUrbjwSNHxa16ixSC26Ip5qTGfKYHljrjFlFZA6RdEQBWRVw01t1etBkzDhUIQTLkEnXoJTMEEnYoJTMkEnZoJTNEEnaoJTNkEnboJTOEEncoJTOkEndoJTPEEneoJTPkEnfoJTAEFnQoKTAkFnRoKTBEFnSoKTBkFnToKTCEFnUoKTCkFnVoKTDEFnWoKTDkFnXoKTEEFnYoKTEkFnZoKTFEFnaoKTFkFnboKTGEFncoKTGkFndoKTHEFneoKTHkFnfoKTIEFrMLCTwqYclQ5AzHLxlAm9/qlpXGgAhFBBiVmG23HEpU+munU0307GZvO6+K6HpZpbQyT+LRXSIu4jEPzNjD1b98dHN2bdGdeA9E3wfzY8e3eEJkGCj+p+7fwWh7zlsfzvsGk+RiSr03ENGhnYq2F+zSNjr/WqFBxMoam5dAY7ejbHnhMqDycBlK/yx7MVG4+QUHpjbDzAmth27RjbLosDmAMXjtr9rQrkcBDx7WzJmohNM/Q/MZJUCRBCPP2jZpBA8zFU9Fc+8v7uPN+cZvxtrsDGUj20s6gy57MeW7vnJppwda4Qybl3D1384kSonn7JK1LhYrmqK14EkPZdS3ziUqDO2rpgG47TBa5eYnJPmRb9FIkMz37L/pJgM/uD+b8Dab9wcIG6ne7vRe9u/4V/gpK3PsyZy1PFzZgM6+I1oYW6GWeTMog1Q+kprd5iQWqDO6leDL44eUT/faO+VuRWWbfQpUF7r80b489GUKSsDbugehTsYEJEEM+0//dY7xDqt9i01Wwdcpa61dI81lkcqYpimMFK8a9zMU4B+3uNr6JCxjHwWrnFeS8TBP98H5eD354Me8h8ww0t9bHqVvT72UfV2im6GGMFgY/DONsou67oVME+g8hcJePAx0sp4BnrQwiEHEmsrwp6BXcrYrNaS718uS6AAynYgs/+2bwaylGeX6z+th7nHNU6NM5L/8aNV5GZgD4e7iir77WUJ+TtiFe9bs0asVm5v8HWpyhoM70G34JqGEwwjhL8ttRCcHN9TfLa90/U1q8uHi5uva3q6/efr/8u43mT5h+tvSXS3+19Gxpbek3S79b2l06XjpfCpf+59Hyo5VHz1/926v/ePWfr/7LNv3Jo6bPr5a8n1f//b/qJu0X</latexit> MLP(u; {W}) := σ (L) Affine(L) WL · · · σ (1) Affine(1) W1 (u) <latexit 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</latexit> W1 <latexit 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icBPns8WPA3mI4HSxuo3+32XvTu+lf4K6hw76uCtRwubcBOUROtDS3QmyKdVEGmH0hN74sKC1QZPErxbPDTq2f67R3ztyKz3L6FKkvcf2neHns2gjRlbdwD0ediGxMghnyu/3vEeIdMv8Wmq2DrlLXWr5AWs9jkTFMUJwrWjXtZiKgA7e4+uUtKiJJgo/MKclFlqX54v5gPfnq56CGLHDS32cepe9PvVR9XaqbsYYwWBj+NknyiHruhUwb6DyFwl88DHSxDwLNWBjGIJBd50RT0Ch42xM60kHp5Cl0AhlOxi599c/itFOOiuNtY9R7nnJX6dC6qf0SNV7EZAP4ereurbzXU56RtiFf9Lo1asZn5/4kWlyioS/2GXwpqFIwxztLiflxBcPfpu7XN7p8pLV9cv9rY/N3G67c/rv1+u/kTpl+v/N3K3698v7K58s8rv185XDlfuVoJV+KV/1z5r5X/fi1e778+eX1mm/7yF02fv13xfl7f/i/+HLMH</latexit> W2 <latexit sha1_base64="4AxPfYyhaaKWFitsG/RyI1qOu08=">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</latexit> W3 ֶशՄೳύϥϝʔλ
    ߦྻ - .-1
    ͸ΞϑΟϯม׵ͱඇઢܗม׵ͷ߹੒ؔ਺
    ޡࠩٯ఻೻͸ʮ࣮૷ͷৄࡉʯ
56.  ¥ શ݁߹ͷ
    .-1
    NVMUJMBZFS
    QFSDFQUSPO
    ͸ೖग़ྗͷࣗ༝౓͕ݻఆ <latexit sha1_base64="LTMzBdFkkOj/542MD92UjRhI05E=">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</latexit> MLP(u; {W}) := σ (L) Affine(L) WL · · · σ (1) Affine(1) W1 (u) ೖྗ ग़ྗ <latexit 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</latexit> W1 <latexit 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    ͸ೖग़ྗͷࣗ༝౓͕ݻఆ <latexit 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</latexit> MLP(u; {W}) := σ (L) Affine(L) WL · · · σ (1) Affine(1) W1 (u) ೖྗ ग़ྗ <latexit 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</latexit> W1 <latexit 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    Ͱ൚༻తʹऔΓѻ͏͜ͱ͸Ͱ͖ͳ͍ <latexit sha1_base64="LTMzBdFkkOj/542MD92UjRhI05E=">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</latexit> MLP(u; {W}) := σ (L) Affine(L) WL · · · σ (1) Affine(1) W1 (u) ೖྗ ग़ྗ ೖྗ ग़ྗ <latexit sha1_base64="EHetBdOvbiuEM8BGz6Z6NwdFb1Y=">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</latexit> W1 <latexit 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W2 <latexit 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</latexit> W3 Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ۭؒඍ෼ͱͷΞφϩδʔΛ׆༻
59. <latexit 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ui,j  ¥ ۭؒඍ෼ͱ
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    ͷྨࣅ఺ʹண໨ Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ۭؒඍ෼ͱͷΞφϩδʔΛ׆༻ <latexit sha1_base64="9yRFsbM80GAIJV2dIcLKv11ydvw=">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</latexit> ru(xi,j ) á 1 2∆x [ui+1,j ui−1,j + ui,j+1 ui,j−1 ] ۭؒඍ෼
    த৺ࠩ෼ 
60. <latexit 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ui,j  ¥ ۭؒඍ෼ͱ
    $//
    DPOWPMVUJPOBM
    OFVSBM
    OFUXPSL
    ͷྨࣅ఺ʹண໨ <latexit 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X Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ۭؒඍ෼ͱͷΞφϩδʔΛ׆༻ <latexit 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</latexit> ru(xi,j ) á 1 2∆x [ui+1,j ui−1,j + ui,j+1 ui,j−1 ] ۭؒඍ෼
    த৺ࠩ෼ 
61. <latexit 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[CNN(u; w)] i,j <latexit 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</latexit> ui,j  ¥ ۭؒඍ෼ͱ
    $//
    DPOWPMVUJPOBM
    OFVSBM
    OFUXPSL
    ͷྨࣅ఺ʹண໨ <latexit 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X Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ۭؒඍ෼ͱͷΞφϩδʔΛ׆༻ <latexit 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</latexit> [CNN(u; w)] i,j = X k∈{−1,0,1} X l∈{−1,0,1} wk,lui+k,j+l $//
    ؆ུԽ  <latexit sha1_base64="9yRFsbM80GAIJV2dIcLKv11ydvw=">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</latexit> ru(xi,j ) á 1 2∆x [ui+1,j ui−1,j + ui,j+1 ui,j−1 ] ۭؒඍ෼
    த৺ࠩ෼ 
62. <latexit 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[CNN(u; w)] i,j <latexit 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</latexit> ui,j  ¥ ۭؒඍ෼ͱ
    $//
    DPOWPMVUJPOBM
    OFVSBM
    OFUXPSL
    ͷྨࣅ఺ʹண໨ <latexit 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X <latexit 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ofJIjcvMdmHbIteimSiZ/9VPwnw2aPejL/BdNRb2ED9brf3onfbv8JfQYl7X+as5cXCBmznFdHa0AK9yZNRGaT6gdR4mpdYoMrgSYoXvR9fv9Bv75i/FZlk9i1UWeD+S/P22Is+JAlr4x6IvhRbmAAx5DP93xPGO6T6LTZdBVunrLV+hTSfRCZnmqI4VrBq3MtcDHPQ7qbxQ1zAMA7WWq8g52Wa6If3s7r34/qsg8wz0NxGF6empt/rLq7QTNHBGC30fuzH2Ug9tUOnCPQfQuAunwU6WC4Az1oZRCDiTGR5U9AreFwT2+Nc6uXJdQEYjsUOfvbN4NdSDPL8YW3Ze5xzWujTOS//CTVeRmYA+Lu/qq++1VCfk7YhXnW7NGrFZub/Z1pcoqAu9Rt+Cah+MMA4S/LpoITg4f67lY32nyktXly/Xtv4l7W379+s/H6r+ROmXyz9aukflr5f2lj616XfLx0snS1dLYVL9dJ/Lv3X0n+/ffP27m3wNrRNf/6zps/fLXk/b5P/BVlUuNQ=</latexit> = w1 , 0 = w0 , 1 <latexit 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</latexit> = w−1 , 0 = w0 ,−1 Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ۭؒඍ෼ͱͷΞφϩδʔΛ׆༻ <latexit 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</latexit> [CNN(u; w)] i,j = X k∈{−1,0,1} X l∈{−1,0,1} wk,lui+k,j+l $//
    ؆ུԽ  <latexit 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</latexit> ru(xi,j ) á 1 2∆x [ui+1,j ui−1,j + ui,j+1 ui,j−1 ] ۭؒඍ෼
    த৺ࠩ෼ 
63.  ¥ ۭؒඍ෼ͱ
    $//
    DPOWPMVUJPOBM
    OFVSBM
    OFUXPSL
    ͷྨࣅ఺ʹண໨ <latexit 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</latexit> [CNN(u; w)] i,j = X k∈{−1,0,1} X l∈{−1,0,1} wk,lui+k,j+l $//
    ؆ུԽ  § $//
    ͸ߏ଄֨ࢠͰ͋Ε͹೚ҙͷۭؒࣗ༝౓ʹରԠͰ͖Δ
    Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ۭؒඍ෼ͱͷΞφϩδʔΛ׆༻ <latexit sha1_base64="9yRFsbM80GAIJV2dIcLKv11ydvw=">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</latexit> ru(xi,j ) á 1 2∆x [ui+1,j ui−1,j + ui,j+1 ui,j−1 ] ۭؒඍ෼
    த৺ࠩ෼  <latexit 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NthssjNS0z2IduilyKZ6tl/1U8CfPawN+NvMB32FjZQv9vtvejd9q/wV1Di3pc5a9lf2ICtvCJaG1qg13kyLoNUP5CaPOQlFqgyeJLiRe/HNy/02zvmb0WmmX0LVRa4/9K8PfZiAEnC2rgHoi/FJiZADPlM//eE8Q6pfotNV8HWKWutXyHNp5HJmaYojhWsGvcyF6MctLuH+D4uYBQHa61XkPMyTfTD+1nd+/H1rIPMM9DcehenHky/N11coZmigzFa6P04iLOxemqHThHoP4TAXT4NdLD0Ac9aGUQg4kxkeVPQK3hcE1uTXOrlyXUBGE7ENn72zeA3Ugzz/H5t2Xucc1Lo0zkv/w41XkZmAPh7sKqvvtVQn5O2IV51uzRqxWbm/2daXKCgLvQbfgmoQTDEOEvyh2EJwf3ddyvr7T9TWry4erO2/g9r787ervxus/kTpl8u/c3S3y59v7S+9I9Lv1vaXzpdulwKl+ql/1z6r6X/fvf23e274F1om/78Z02fXy95P++S/wUxL7oa</latexit> ui,j <latexit 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1 2∆x <latexit 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− 1 2∆x <latexit 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MseDxb8DabjwdIGqne7nRe9u/4l/vJL3PsyZy0vlzZgJ6+IVoYS6G2eTEo/VQ+kpvO8xAJV+E/CezH46c0L9faO/luRWWbeQhUF7r/Qb4+9GEGSsDb2gehLbxsTIIZ8pv57wniHVL3Fpqpg45S1Vq+Q5rNI50xdFMcS1rV7kXthDsrdPH6ICwhjf6PzCnJepol6eL+oBz+9XvSQeQaK2+zj5Fz3e9PHFYopehithcFPozibyKdu6BS++kMI3OWhr4LlEvCsFX4EXpx5Wd4U9BIeN7ydaS7U8uSqAAym3i5+9s3gN8Ib5/nDxqrzOOesUKdzXv4jaryM9ADw92hdXX2roTonTUO86nep1YrN9P/PtLhCQV2pN/wSkCN/jHGW5PNxCf7Dp+/WNrt/prR8cfNmY/OfN96e/7j22+3mT5h+tfK3K3+/8v3K5sq/rPx25XBluHK9EqxMV/5r5b9X/uft3709eHv6dmia/vIXTZ+/WXF+3t7/HyOXs9o=</latexit> X <latexit sha1_base64="nBvpiyvpoEbLblbEDZW5+qvgBgw=">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</latexit> = w1 , 0 = w0 , 1 <latexit sha1_base64="9SSLT9krHrzdn6ylWJhvhPeSDCs=">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</latexit> = w−1 , 0 = w0 ,−1
64.  ¥ ࣌ؒࣗ༝౓͸ߟ͑Δ࣌ܥྻͷ௕͞ɺղ૾౓ʹΑͬͯมԽ͢ΔͨΊ
    .-1
    Ͱ൚༻తʹऔΓѻ͏͜ͱ͸Ͱ͖ͳ͍ Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ࣌ؒੵ෼ͱͷΞφϩδʔΛ׆༻ <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">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</latexit> t = 0 ೖྗ ग़ྗ ೖྗ ग़ྗ <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">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</latexit> t = 0
65.  ¥ ࣌ؒࣗ༝౓͸ߟ͑Δ࣌ܥྻͷ௕͞ɺղ૾౓ʹΑͬͯมԽ͢ΔͨΊ
    .-1
    Ͱ൚༻తʹऔΓѻ͏͜ͱ͸Ͱ͖ͳ͍ Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ࣌ؒੵ෼ͱͷΞφϩδʔΛ׆༻ <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">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</latexit> t = 0 ೖྗ ग़ྗ ೖྗ ग़ྗ <latexit 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wT47OFgxt9gOhwsbKB+t9t70bvrX+GvoMK9rwrW8mJhA7aKmmhtaIHeFOm4CjL9QGryUFRYoMrgSYoXg5/evNBv75i/FZnm9i1UWeL+S/P22IshpClr4x6IvhSbmAAx5HP93xPGO2T6LTZdBVunrLV+hbSYxiZnmqI4UbBq3MtCRAVodw/JfVJClARrnVeQiypL9cP7WTP46fWshyxy0Nx6H6ceTL83fVypmbKHMVoY/DRM8rF66oZOGeg/hMBdPg10sFwAnrUyiEEkuciLtqBX8LgmtiaF1MtT6AIwnIht/Oybw2+lGBXF/dqy9zjnpNSnc1H9PWq8is0A8PdwVV99q6E+J21DvOp3adSKzcz/z7S4REFd6jf8UlDDYIRxlhYPowqC+0/frax3/0xp8eL6zdr6P669Pftx5Xeb7Z8w/Wrpb5d+s/T90vrSPy39bml/6XTpailcSpb+c+m/lv777W/e7r89eXtmm/7yF22fv1nyft7e/S+LTrNU</latexit> t = 0 <latexit 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</latexit> MLP : u(t = 0) 7!   u(∆t) u(2∆t) u(3∆t)  
66.  ¥ ࣌ؒࣗ༝౓͸ߟ͑Δ࣌ܥྻͷ௕͞ɺղ૾౓ʹΑͬͯมԽ͢ΔͨΊ
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    Ͱ൚༻తʹऔΓѻ͏͜ͱ͸Ͱ͖ͳ͍ Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ࣌ؒੵ෼ͱͷΞφϩδʔΛ׆༻ <latexit 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wT47OFgxt9gOhwsbKB+t9t70bvrX+GvoMK9rwrW8mJhA7aKmmhtaIHeFOm4CjL9QGryUFRYoMrgSYoXg5/evNBv75i/FZnm9i1UWeL+S/P22IshpClr4x6IvhSbmAAx5HP93xPGO2T6LTZdBVunrLV+hbSYxiZnmqI4UbBq3MtCRAVodw/JfVJClARrnVeQiypL9cP7WTP46fWshyxy0Nx6H6ceTL83fVypmbKHMVoY/DRM8rF66oZOGeg/hMBdPg10sFwAnrUyiEEkuciLtqBX8LgmtiaF1MtT6AIwnIht/Oybw2+lGBXF/dqy9zjnpNSnc1H9PWq8is0A8PdwVV99q6E+J21DvOp3adSKzcz/z7S4REFd6jf8UlDDYIRxlhYPowqC+0/frax3/0xp8eL6zdr6P669Pftx5Xeb7Z8w/Wrpb5d+s/T90vrSPy39bml/6XTpailcSpb+c+m/lv777W/e7r89eXtmm/7yF22fv1nyft7e/S+LTrNU</latexit> t = 0 ೖྗ ग़ྗ ೖྗ ग़ྗ <latexit 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</latexit> t = 0 <latexit 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</latexit> MLP : u(t = 0) 7!   u(∆t) u(2∆t) u(3∆t)   <latexit 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</latexit> MLP : u(t = 0) 7!       u(∆t) u(2∆t) u(3∆t) u(4∆t) u(5∆t)      
67.  Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ࣌ؒੵ෼ͱͷΞφϩδʔΛ׆༻ <latexit 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t = 0 ೖྗ ग़ྗ ೖྗ ग़ྗ ¥ ࣌ؒඍ෼ͱ
    3//
    SFDVSSFOU
    OFVSBM
    OFUXPSL ɾ3FT/FU[He+ arXiv 2015]ͷྨࣅ఺ʹண໨ <latexit 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</latexit> t = 0
68.  Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ࣌ؒੵ෼ͱͷΞφϩδʔΛ׆༻ <latexit 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t = 0 ೖྗ ग़ྗ ೖྗ ग़ྗ ¥ ࣌ؒඍ෼ͱ
    3//
    SFDVSSFOU
    OFVSBM
    OFUXPSL ɾ3FT/FU[He+ arXiv 2015]ͷྨࣅ఺ʹண໨ <latexit 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</latexit> t = 0 ࣌ؒੵ෼
    લਐࠩ෼  <latexit 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</latexit> u(t = ∆t) ≈ u(t = 0) + f(u(t = 0))∆t =: F∆t (u(t = 0)) <latexit 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</latexit> u(2∆t) á u(∆t) + f(u(∆t))∆t = F∆t (u(∆t)) = F∆t F∆t (u(0)) <latexit sha1_base64="/rRpK67H4EjlWrN3jPlyykF1L+4=">AAA1+XiclVvZctxKcuWMl5mRtzszj36pMKUYXQdFi7pXHj9MOIY7KTb3VVLrKtDobDREbEJVg6Qw7Td/iN8cfvUf+C/8B361v8BZVShkFhrUtRkhEXlOVaKWk5XZaHBUJLFUL1/+509++kd//Cd/+rOf/+LJn/35X/zlX33zy19dyXxWhnAZ5kle3owCCUmcwaWKVQI3RQlBOkrgenS7qfnrCkoZ59mFeijgQxpEWTyJw0Ah9PGb4ex5JoZbkKhAqG/FMCiKMr8XwzRQ0zBI6p35x9rRczEM4zIUw3GupLvub/h89vzlt99+/Gb55epL8yMWL9aai+Wl5ufk4y+//2d0Hs5SyFSYBFK+X3tZqA91UKo4TGD+ZDiTUAThbRDBe7zMghTkh9osw1w8Q2QsJnmJ/zIlDMp71EEq5UM6wpZ61LLLabCXG6XenesH7V92RqMm//ChjrNipiAL7WAms0SoXOh1F+O4hFAlD3gRhGWM8xHhNCiDUOHueN5VfPvFv58ekcrzxL9lXQXlXTzGMXtoEZTyNi580K6QB933YPrWL8IxghnchXmaBtm4Ho7jyWT+/tWHejjB8dZjsbw21/+/ms+FeJaX4zgLSj2xyQRK3Lk4SHwHRcfDsNAbGiTGERnoz+8XZ21HfVPxd8LcFW8aZy+04sX/4ea4JXR7ujE643dmPh36uMtZFqv5+zX0Z/VfpvX75bUPZjk0J+5iNRXy8ywoQYxwxregpO8iUHZACUzUqh7OsIyjqfrDx3pxGcaQ4Hp3QDkrCjOGH+rny2vfdvsgPWpoO7QubdmPbvy4E50ml7g1o7S+7OJXFr9C/JnwGLAMLG4jnik03d/hdFdwzZsp/+OCn6ugtKvbjE3bpuewppUaLt5/2+u13d/H34WRtH10yz+wbZg/efLkmf4RR9vX4nD9Yk9sbe/sH+1f7B8fnQtDPek7P1bwtzkdVvShgSM8DMpbITH08biVIp+IMCjstT6oSkCJlXEW6XNiHFexdM0mcTQroaMaBPVI5zUudiqeD/B6YeexTYiihdK12jRWXzszV9fsTBt9rVReuDYXedHXYpQrlaeu0YaxFto18w5cs+CxFiPXYvRYi9C1CB9rMXYtxroFbsMezi7RMxSBwPb6HIYJRvtY4Nqkvg+81qBRBip6IkxwaC87ZlPsruEpDysiye+gfBFiBl59goE6McsKk+W12m7gPw3RstHV1x2HG6sgWRU7KAap8OTRey/1jiFvPe44jztdj4ZWd7m75/Kr5q6YnZtGAmfUGK9cDzyXxtRl+bvl7xe6rbR93NV33NX3ZjrnVtVfXQ5Uvh18EwLeevQ4cAtie5+73uc9vc9cL5Nj7/I2ylbbhbF3l2Zl2hh8ZGm6DqclQNcl87f83aJHWjXm+7tF30EmADdBd+5ZMvhs5+yaPD5pzw/mAyiF9mPdbDdutvvcrIsyuKN17zh78eJFUOXxWMykPpriiShyKWOsKa3rIgkwdBr/j49OFzgFRlLPHDVjuzdt/t+TbBxtto42f9QRzjmLwJzBtq20Pgzcjgil4mjn6sWLR2WCowuSKMeCbpr2zBM5O7q20VcnylwtzHTduVrvceUE7+6Hk2h9ff0wuPA6rf9op4VF1eVSM3OmPo3a4eqrr22K7d9V70nb/8Tv72ba3gBHra8fHXAjOIgTLdZEX9hEr68af5Mkz0tDmyvLm8umwZqpbBZqJFViIMzr9kPQVrdBFSTxmDf42NYnlpovuASp+jsYZt7OCAqpc1wh4yTPmvx0hi7yVOAHgzjAaHX6BhXU2vO9yvIyRa9Phwg9nbvlLDt0QMzIZ0bEhD4TEjP2mTEx4DNAzMRnJsREPhMRM/WZKTGxz8TEfPKZT8Tc+swtMYnPJHMj4zIVscSIxU/b4wd92NkdXBGfZlKJcZ79Rgn9+RTl+KBPHm9jRNr4znzfGd0195mcmMJnCmI++8xnYkqfKYmRPiOJUT6jiJn5zIyYymcqYu585o6Ye5+5J+bBZx6I+eIzX+a2zHMBgJk5b4/3qgmS2obSaMLCph23mtoocS2MzXjGcXhEMIuNKiSYBUY1JphFRQUEs5CoJgSzeKgiglkwVFOCWSRUM4JZGFSfCGYxUN0SzAKgSghOGJwSnDKYLTRf4ZxgJuaqIJgpufpMMJNxVRLMNFxJgiXfVIJV/5pw6VYEM91WdwQz0Vb3BDPFVg8EM7lWXwh2Wt1OQD/nMp/2yh7dghVd77kMVnm9JzNY+fWezWA12Hs6gxVi7/kMVo29JzRYSfae0WB12XtKI/foOQ1Wob0nNViZ9p7VYLXaPa0dl/pcyrlHT2Kw0u09i8Hqt/c0Bivi3vMYrJJ7T2Swcu49k8FquvdUBivs3nMZrLp7T2awEu89m8HqvPd0Biv23vMZrOIfP6ExFso4bCuUdJ3iY53CJt0geIPBmwRvMniL4C0GbxO8zeAdgncYvEvwLoP3CN5j8D7B+wx+Q/AbBh8QfMDgAcEDBh8SfMjgI4KPGHxM8DGDTwg+YfApwacMPiP4jMHnBJ8z+ILgCwZfEnzJ4CuCrxh8TfA1g28IvmHwW4LfMvgdwe8eP1590YFVHdPoOtOvkR7jNji36XObnNvyuS3ObfvcNud2fG6Hc7s+t8u5PZ/b49y+z+1z7o3PveHcgc8dcG7gcwPOHfrcIeeOfO6Ic8c+d8y5E5874dypz51y7sznzjh37nPnnLvwuQvOXfrcJeeufO6Kc9c+d825G5+74dxbn3vLuXc+52R/xUuI6guYzxH42fVl27fKM6jd51mHpTMLDVNKGm1NrHG/Hq4amCEji1AdYqoQRKj6MLUHIlRzVM1IqNIwdQYiVF+Y6gIRqipMTYEI1RKmkkCEKghTPyBCdYOpGhChasHUCogkbB0sQpWBqQsQydj6WYSqAFMDIEK532R+RCjjm3yPCOV5k+URkWzBLUI5vWq2hW1KZRHK3yZ7I0JZ2+RsRChXm0yNCGVok58R6atG/TK0CpJiqvfb/G4VWI0acRhdOJA+atGTiYZKgnQ01j3sBRF5CpHGzW+CjSS1HB2ADhHB/wmScZTqruY3wU64jWjbidQ1H3+txeosFGtIFgp1zCZV2y+1rIUCnZCF4ozIQmFOycLhsrGiID+RhWK8ZWtTaxG2M6+1AJ2Fi8lWEcWXsyWpteichaL7TBYKrmQrVWuhtQtUa5E5CxeaLTMKrCILxXVHFgrrniwU1QNZKKgv8+Y7L8yz9xY3ORZ1RrnVZFZEKKOafIoI5VGTRRGh7Gly5yhlOdNkTEQoU5o8iQjlR5MdEaGsaHIiIpQLTSZEhDKgyX+IUN4zWQ8RynYm1yFCOc5kOEQos5m8hgjlM5PNEKEsZnIYIpS7TOZChDKWyVeIUJ4yWQoRyk4mN9nvax1yVbtvah1ybRHKPyb7IEJZx+QcRCjXmEyDyDu2g5QXRjwtpCfT5iAe4hVbPRf6mhk04d9OrolhzZ3bODYquoBM6hc4tiBMghJQVNN1fQLhHW2xJyexflQKWZiP4yxCZ8Es0YictNfpvJb6Ke85qMccjPJk/GNuRvdzDMLuk9qs+fbY5M3Gn3lK3UxN2foyk0z9asNhpH+16TCKALXlMIoBte0wigK14zCKA7XrMIoEtecwigW17zCKBvXGYRQP6sBhFBFq4DCKCXXoMIoKdeQwigt17DCKDHXiMIoNdeowig515jCKD3XuMIoQdeEwihF16TCKEnXlMIoTde0wihR14zCKFfXWYRQt6p3DbEWGQt4tg2Jq2ch9zg29jxvRBoNJF9Emg0ka0RaDSR3RNoNJINEOg0kj0S6DSSbRHoNJKdE+g0ks0RsGk16iAwaTZKIBg0k10SGDSTjREYNJO9Exg0k+0QmDSUHRKYNJRNEZg0lH0TmDSUrRBYNJTdElg0lQ0RWDSVPRNYNJVtENg0lZ0VsGk7iidwx2Ff+5eblI07J9ijJi4pIbhJK25CahJC25RahR1jOxZb7JmEkQgZCgBN46gbHYXhEjCAONq2ksxV0+S8YIoQVCmu89sJaclUK/cZcn6Ei/7wL3BdaW5stc95X6Dt2R1Cl3CSVxyj1CSZtyn1CSpnxDKClTHhBKwpQDQkmX8pBQkqU8IpRUKY8JJVHKE0JJk/KUUJKkPCOUFCnPCSVBygtCSY/yklCSo7wilNQorwklMcobQkmL8i2hJEX5jtD2kUuGdR+YjxCBfdjSFIFAFcDAL/51ebhOFkp1gyyU6CZZKM0tsvCw2yYLRbRDFopnlywUzR5ZKJZ9slAkb8hCcRyQhaIYkIViOCQLRXBEFm7+MVm46Sdk4WafkoWbfEYWbu45WbipF2ThZl6ShZt4RRZu3jVZuGk3ZOFmvSULN+kdu19TaTVVlt4y4FumbMWFR4qOX/MSLQaxRVfMS435TAksd8QdprQCSr8gAqqIvGqoub1qNWAaLhSCYMol6NRLYAom6FRMYEom6NRMYIom6FRNYMom6NRNYAon6FROYEon6NROYIon6FRPYMon6NRPYAoo6FRQYEoo6NRQYIoo6FRRYMoo6NRRYAop6FRSYEop6NRSYIop6FRTYMop6NRTYAoq6FRUYEoq6NRUYIoq6FRVYMoq6NRVYAor6FRWYEor6NRWYIor6FRXYMor6NRXYAosYBUWflLAlKPKGYhZNoYyedAvLY0DFYgIMigx22g7lqj00Uynnu7bydh0Xhcf62GZ1sYwiU97hbSIyzg0bwNT//bdwdGDSXfmNRB9E8yPHd/uDZFpoPCTun8Lr+UJb3ky7xtMmo8h+dpETIN2JtZauE/T6ORrjQoVJ2NoWg6N0Y6+7YHHhMrDaSD1u+zBTOXmExSU3gg7L7AWtk07xqbL4gDG4LWzZk+7Egk8dFw7a6IWQvMMzW+cBEUShDBv36gZNMBcPBPNtb+8TzrvF7cZb7s7kIFkL+0MuuzZnOf2zqmZFmyNO2RSzt1zN58oIZq3T9K6VKhojtqKJzGUXdcyn6g0uKeWDui2w2SRm5eY7EO2RS9FMtOz/6KfBPjswWDO32A6GCxsoH6323vRu+tf4a+gxL0vc9byfGEDNvOKaG1ogV7nyaQMUv1AanqXl1igyuBBiqeDH1491W/vmL8VmWX2LVRZ4P5L8/bY0yEkCWvjHog+ExuYADHkM/3fA8Y7pPotNl0FW6estX6FNJ9FJmeaojhWsGLcy1yMc9Du7uLbuIBxHKx2XkHOyzTRD+/n9eCHl/MeMs9Ac2t9nLoz/V71cYVmih7GaGHwwzDOJuqhGzpFoP8QAnf5JNDBcg541sogAhFnIsubgl7B/arYnOZSL0+uC8BwKrbws28Gv5FilOe3q0+8xznHhT6d8/JvUeNlZAaAv4cr+uprDfU5aRviVb9Lo1ZsZv5/pMUFCupCv+GXgBoGI4yzJL8blRDcfvxmea37Z0qLF1evVtf+fvX16ffLv99o/oTp50t/vfQ3S8+X1pZ+u/T7pb2lk6XLpXDpP5b+a+m/l/7ndf36X17/6+t/s01/+pOmz6+XvJ/X//6/BwbWbw==</latexit> u(n∆t) á F∆t · · · F∆t (u(0)) ʜ ݱ৅ͷํఔࣜ <latexit sha1_base64="S+1hzVkF5J5LSlvC//9QPp8/LKk=">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</latexit> du dt = f(u)
69.  Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ࣌ؒੵ෼ͱͷΞφϩδʔΛ׆༻ <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">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</latexit> t = 0 ೖྗ ग़ྗ ೖྗ ग़ྗ ¥ ࣌ؒඍ෼ͱ
    3//
    SFDVSSFOU
    OFVSBM
    OFUXPSL ɾ3FT/FU[He+ arXiv 2015]ͷྨࣅ఺ʹண໨ <latexit 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</latexit> = n∆t <latexit 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</latexit> F∆t (u(n∆t)) = u(n∆t) + f (u(n∆t)) <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">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</latexit> t = 0 ࣌ؒੵ෼
    લਐࠩ෼  <latexit 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</latexit> u(t = ∆t) ≈ u(t = 0) + f(u(t = 0))∆t =: F∆t (u(t = 0)) <latexit 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</latexit> u(2∆t) á u(∆t) + f(u(∆t))∆t = F∆t (u(∆t)) = F∆t F∆t (u(0)) <latexit sha1_base64="/rRpK67H4EjlWrN3jPlyykF1L+4=">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</latexit> u(n∆t) á F∆t · · · F∆t (u(0)) ʜ ݱ৅ͷํఔࣜ <latexit sha1_base64="S+1hzVkF5J5LSlvC//9QPp8/LKk=">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</latexit> du dt = f(u)
70.  Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ࣌ؒੵ෼ͱͷΞφϩδʔΛ׆༻ <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">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</latexit> t = 0 ೖྗ ग़ྗ ೖྗ ग़ྗ ¥ ࣌ؒඍ෼ͱ
    3//
    SFDVSSFOU
    OFVSBM
    OFUXPSL ɾ3FT/FU[He+ arXiv 2015]ͷྨࣅ఺ʹண໨ 3FT/FU <latexit 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</latexit> ResNet(u; W) = u + fNN (u; W) <latexit 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</latexit> = n∆t <latexit sha1_base64="6iHT9VjOGv7Lr6roRu8mJSuQ7PE=">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</latexit> F∆t (u(n∆t)) = u(n∆t) + f (u(n∆t)) <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">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</latexit> t = 0 ࣌ؒੵ෼
    લਐࠩ෼  <latexit 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</latexit> u(t = ∆t) ≈ u(t = 0) + f(u(t = 0))∆t =: F∆t (u(t = 0)) <latexit 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</latexit> u(2∆t) á u(∆t) + f(u(∆t))∆t = F∆t (u(∆t)) = F∆t F∆t (u(0)) <latexit sha1_base64="/rRpK67H4EjlWrN3jPlyykF1L+4=">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</latexit> u(n∆t) á F∆t · · · F∆t (u(0)) ʜ <latexit sha1_base64="mxccU7Cb3KA0mi2TlPFiA47M7TY=">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</latexit> RNN(u(t = 0); gNN;W )(n∆t) = gNN;W · · · gNN;W (u(t = 0)) 3//
71.  Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ࣌ؒੵ෼ͱͷΞφϩδʔΛ׆༻ <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">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</latexit> t = 0 ೖྗ ग़ྗ ೖྗ ग़ྗ ¥ ࣌ؒඍ෼ͱ
    3//
    SFDVSSFOU
    OFVSBM
    OFUXPSL ɾ3FT/FU[He+ arXiv 2015]ͷྨࣅ఺ʹண໨ 3FT/FU <latexit 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</latexit> ResNet(u; W) = u + fNN (u; W) <latexit 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</latexit> RNN(u(t = 0); gNN;W )(n∆t) = gNN;W · · · gNN;W (u(t = 0)) 3// <latexit 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</latexit> = n∆t <latexit sha1_base64="6iHT9VjOGv7Lr6roRu8mJSuQ7PE=">AAA1/niclVvLctxKcuWMX2P6MXc8S28qTClG16ZoUfdq7IXtGL5JsfkQ35JaV4FGZ6Mh4iVUNUgK0w5v/CveObz1H/gb/BHe2ltnVaGQWWhQ12YE2ahzqhL1OFmZQBdHRRJL9eLFf/7kp7/zu7/3+3/wsz9c/qM//pM//fk3v/izK5nPyhAuwzzJy5tRICGJM7hUsUrgpighSEcJXI9utzR/XUEp4zy7UA8FfEiDKIsncRgohD5+EwzTQE3DIKl35x/r4TYkKhBqPkxgop7NnmXCQd+KYRlHU/z8e+HjfyUmTXXBcPFtU//jNysv1l6YH7F4sd5crCw1P6cff/H9Pw/HeThLIVNhEkj5fv1FoT7UQaniMIH58nAmoQjC2yCC93iZBSnID7WZi7l4ishYTPISfzMlDMpb1EEq5UM6wpp65LLLabCXG6XenesHbV92eqMmf/uhjrNipiALbWcms0SoXOjJF+O4hFAlD3gRhGWM4xHhNCiDUOESedZVfPvFv5/ukcrzxL9lXQXlXTzGPntoEZTyNi580M6QB933YPrWz8MxghnchXmaBtm4Ho7jyWT+/uWHejjB/tZjsbI+139fzudCPM3LcZwFpR7YZAIlrlwcJL6BomNhWOgFDRJjiApoz28XZ21DfVPx18LcFW8aZ8+17MX/4ea4JHR7ujEa43dmNh36uMlZFqv5+3W0J4wPlWn9fmX9g5kOzYm7WE2F/DwLShAjHPEtKOmbCJTtkPaeNd0d6zK//VgvTsMYEpzvDihnRWH68EP9bGX9224bpEcNbbvWpS370fUfV6JT5RKXZpTWl138yuJXiD8VHgOWgcVlLMqchvt3ONxVnPNmyP+wYOcqKO3sNn3TZdNyWNNMDRfvv+O12ulv46/CSNo2uuZv2TLMl5eXn+ofcbxzLY42LvbF9s7uwfHBxcHJ8bkw1HLf/rGKn2Z3WNWbBvbwKChvhUTXxz1XinwiwqCw13qjKgElVsZZpPeJcVzF0lWbxNGshI5qENQ9ndc42al4NsDrhZXHOiGKFkpXa8uU+uqZsbpqZ2bL7qml8sLVuciLvhqjXKk8dZU2TWmhXjPuwFULHqsxcjVGj9UIXY3wsRpjV2Osa+Ay7OPoEj1CEQisr/dhmKC3jwXOTerbwGsNGmWgoifCOIe2smsWxa4a7vKwKpL8DsrnIYbhtWV01ImZVpisrNd2Af9xiCXrXX3NsbuxCpI1sYtikAp3Hr32Uq8Y8tbirrO427VoaHWXu3uuvGzuKoWrJHBETeGla4H70piarHy38v1Cs9W2jbv6jpv63gzn3Kr6q9OByredb1zAm48eA25CbOtz1/q8p/WZa2Vi7F3eetlaOzH27tLMTOuDj0xN1+C0BOiaZPZWvlu0SLPGbH+3aDvIBOAi6MY9Uwaf7ZhdlccH7dnBeACl0HasmZ3GzE6fmQ1RBnc07x1jz58/D6o8HouZ1FtTPBFFLmWMiaU1XSQBuk5j//He6QSnQE/qGaNmbPOmzv97kI2hrdbQ1o8awjFnEZg92NaV1oaB2x6hVBztTD1//qhMsHdBEuWY0E3TnnEiZ3vXVvrqQJmphZFuOFMbPaac4N39cBCtra9vBhdeo40fbbQwqTpdakbO1KdR21199bVFse276j1t25/67d1I2xtgr/X1ox1uBAdxosWa6Asb6PVVY2+S5HlpaHNleXPZVFg3mc1CjqRKdIR53T5IbXcrVEESj3mFj21+Yqn5gkmQqr+BYebtiKCQOsYVMk7yrIlPZ2giTwU+GMQBeqvTN6ig1pbvVZaXKVp9MkToydxNZ9mhA2JGPjMiJvSZkJixz4yJAZ8BYiY+MyEm8pmImKnPTImJfSYm5pPPfCLm1mduiUl8JpkbGZepiCV6LD5yjx/0ZmdXcFV8mkklxnn2KyX08ynK8UHvPN7CiLSxnfm2M7pr7jM5MYXPFMR89pnPxJQ+UxIjfUYSo3xGETPzmRkxlc9UxNz5zB0x9z5zT8yDzzwQ88VnvsxtmuccACNz3m7vVeMktXWl0YS5TdtvNbVe4mqYMuMZx+ERwcw3qpBg5hjVmGDmFRUQzFyimhDM/KGKCGbOUE0JZp5QzQhmblB9Ipj5QHVLMHOAKiE4YXBKcMpgNtF8hnOCmZirgmCm5OozwUzGVUkw03AlCZZ8UQlW/XPCpVsRzHRb3RHMRFvdE8wUWz0QzORafSHYaXUnAf2eyzztlT26BSu63n0ZrPJ6d2aw8uvdm8FqsHd3BivE3v0ZrBp7d2iwkuzdo8HqsneXRu7RfRqsQnt3arAy7d2rwWq1u1s7LvW5lHOP7sRgpdu7F4PVb+9uDFbEvfsxWCX37shg5dy7J4PVdO+uDFbYvfsyWHX37sxgJd67N4PVee/uDFbsvfszWMU/vkOjL5Rx2GYo6Qb5xwa5TbpJ8CaDtwjeYvA2wdsM3iF4h8G7BO8yeI/gPQbvE7zP4AOCDxj8muDXDD4k+JDBA4IHDD4i+IjBxwQfM/iE4BMGnxJ8yuA3BL9h8BnBZww+J/icwRcEXzD4kuBLBl8RfMXga4KvGXxD8A2D3xL8lsHvCH73+Pbqiw6s6phGN5h+jfQYt8m5LZ/b4ty2z21zbsfndji363O7nNvzuT3O7fvcPucOfO6Ac6997jXnDn3ukHMDnxtw7sjnjjh37HPHnDvxuRPOnfrcKefe+Nwbzp353Bnnzn3unHMXPnfBuUufu+Tclc9dce7a5645d+NzN5x763NvOffO55zsr3gKUX0B8xyBz64v2rZVnkHtnmcdls4sNEwpaLQ5scb9fLhqYIaMLEJ5iMlCEKHsw+QeiFDOUTU9oUzD5BmIUH5hsgtEKKswOQUilEuYTAIRyiBM/oAI5Q0ma0CEsgWTKyCSsHmwCGUGJi9AJGPzZxHKAkwOgAjFfhP5EaGIb+I9IhTnTZRHRLIJtwjF9KpZFrYolUUofpvojQhFbROzEaFYbSI1IhShTXxGpC8b9dPQKkiKqV5v89kqsBo14jC6cCA9atGbiYZKgnQ01i3sBRF5CpHGzSfBRpJajg5Ag4jgX4JkHKW6qfkk2Am3EW07kLrm/a+1WF0JxRpSCYU6ZoOq7ZdatoQCnVAJxRlRCYU5pRJ2l/UVBfmJSijGWzY3tRZhO/JaC9CVcDLZLKL4cjYltRadK6HoPlMJBVeymaq10NoJqrXIXAknmk0zCqyiEorrjkoorHsqoageqISC+jJvvvPCOHtvcRNjUWcUW01kRYQiqomniFAcNVEUEYqeJnaOUhYzTcREhCKliZOIUHw00RERioomJiJCsdBEQkQoApr4hwjFPRP1EKFoZ2IdIhTjTIRDhCKbiWuIUDwz0QwRimImhiFCsctELkQoYpl4hQjFKROlEKHoZGKT/b7WIVe1+6bWIdcWofhjog8iFHVMzEGEYo2JNIi8YytIcWHEw0J6Om024iFesdlzrq+ZQeP+7eAaH9bcufVjo6ILyKQ+wLENYRKUgKKabugdCO9okz05ifWrUsjCfBxnERoLZolG5KS9Tue11G95z0E9ZmCUJ+MfMzO6n6MTdt/UZs23xyZuNvbMW+pmaMrml5lk6lebDiP9qy2HkQeobYeRD6gdh5EXqF2HkR+oPYeRJ6h9h5EvqAOHkTeo1w4jf1CHDiOPUAOHkU+oI4eRV6hjh5FfqBOHkWeoU4eRb6g3DiPvUGcOI/9Q5w4jD1EXDiMfUZcOIy9RVw4jP1HXDiNPUTcOI19Rbx1G3qLeOcxmZCjkvTIoppaN3HNu6D1uRJsMJl1EWwwmaUTbDCZ1RDsMJoFEuwwmjUR7DCaZRPsMJqVEBwwmsUSvGUx6iQ4ZTJKJBgwm1URHDCbhRMcMJu1EJwwm+USnDCYFRW8YTCKKzhhMOorOGUxSii4YTGqKLhlMgoquGEyaiq4ZTLKKbhhMyoreMpjEFb1jsMv4z83hIk3L9i3KiIlLbhJK2pJbhJK05DahRllPxbb5JmMmQQRCghJ46wTGYmdVjCAMNK6msRR3+SwZI4QlENJ874G55KwU+sRdnqAhfd4F7gvMLc2Xue4r9V26I6lT7hFK4pT7hJI25QGhJE35mlBSpjwklIQpB4SSLuURoSRLeUwoqVKeEEqilKeEkiblG0JJkvKMUFKkPCeUBCkvCCU9yktCSY7yilBSo7wmlMQobwglLcq3hJIU5TtC21cuGeZ9YB4hAvuypUkCgTKAgZ/86/Rwg0oo1U0qoUS3qITS3KYSbnY7VEIR7VIJxbNHJRTNPpVQLAdUQpG8phKK45BKKIoBlVAMR1RCERxTCRf/hEq46KdUwsV+QyVc5DMq4eKeUwkX9YJKuJiXVMJFvKISLt41lXDRbqiEi/WWSrhI79j9mkyrybL0kgFfMmUzLtxStP+aQ7ToxBZdNYca85kSmO6IOwxpBZR+QgSUEXnZUHN71WrAVFxIBMGkS9DJl8AkTNDJmMCkTNDJmcAkTdDJmsCkTdDJm8AkTtDJnMCkTtDJncAkT9DJnsCkT9DJn8AkUNDJoMCkUNDJocAkUdDJosCkUdDJo8AkUtDJpMCkUtDJpcAkU9DJpsCkU9DJp8AkVNDJqMCkVNDJqcAkVdDJqsCkVdDJq8AkVtDJrMCkVtDJrcAkV9DJrsCkV9DJr8AkWMAyLHxSwJCjyhmIWTaGMnnQh5bGgQpEBBmUGG10OZao9NFMh57u6WSsOq+Lj/WwTGtTMIFPW4W0iMs4NKeBqX17dnD0YMKdOQaib4LxsWPbnRCZBgqf1P1beDVPec3TeV9n0nwMydcGYiq0I7Glhfs0lU6/VqlQcTKGpubQFNrety1wm1B5OA2kPssezFRunqCg9HrYOcBa2DptH5smix0Yg1fPFnvqlUjgpuPq2SJqITTv0PzKSVAkQQjz9kTNoAHm4qlorv3pXe6cL24j3k63IwPJDu0MuuzZnMf2zq6ZFmyOO2RSzt17N58oIZq3b9K6VKhojLoUT2Iou6ZlPlFpcE81HdCth8EiN4eY7Eu2RStFMtOj/6LfBPjs4WDOTzAdDhYWUJ/t9g56d+0r/AhKXPsyZzXPFxZgK6+I1gUt0Os8mZRBql9ITe/yEhNUGTxI8WTww8sn+vSO+V+RWWZPocoC11+a02NPhpAkrI57IfpUbGIARJfP9J8H9HdI9Sk2nQVbo6y2PkKazyITM01SHCtYNeZlLsY5aHN38W1cwDgO1jpHkPMyTfTL+3k9+OHFvIfMM9Dceh+n7ky7l31coZmihzFaGPwwjLOJeui6ThHof4TAVT4NtLOcA+61MohAxJnI8iahV3C/JramudTTk+sEMJyKbXz2zeBXUozy/HZt2Xudc1Lo3Tkv/xI1XkamA/g5XNVXX6uo90lbEa/6TRq1YjXz95EaFyioC33CLwE1DEboZ0l+NyohuP34zcp699+UFi+uXq6t/3rt1ZvvV36z2fwL08+W/nzpL5aeLa0v/c3Sb5b2l06XLpfCpf9Y+q+l/176n1f/9OpfXv3rq3+zVX/6k6bNL5e8n1f//r/FhdZ9</latexit> F∆t (u(n∆t)) = u(n∆t) + f (u(n∆t)) <latexit sha1_base64="RJfpIRjQmVxLsTOfOYHBTYyY1wk=">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</latexit> = ResNet(u(n∆t); W) <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">AAA1oHiclVtZc9xIcuaurzV9zdqPfqlYSrFjB0WLmpHtB9uxvEmxeZ+iWqNAA9loiLiEqgZJYdtvfvar/dP8b5xVherMQoMamxESkd9Xlajjy8psNDgq00Sq16//5xe//IM//KM//pNf/enyn/35X/zlX33367++lsW0CuEqLNKiuh0FEtIkhyuVqBRuywqCbJTCzeh+S/M3NVQyKfJL9VTCxyyI82SchIFC6EqJfxWvP3238nrttfkRixfr7cXKUvtz+unXP/7HMCrCaQa5CtNAyg/rr0v1sQkqlYQpzJaHUwllEN4HMXzAyzzIQH5szGhn4iUikRgXFf7LlTAo79EEmZRP2QhbZoGayC6nwV5ulHl3bp60f9kZjRr/88cmycupgjy0gxlPU6EKoZdHREkFoUqf8CIIqwTnI8JJUAWhwkX0vKvk/qt/Pz0iVRSpf8umDqqHJMIxe2gZVPI+KX3QrpAHPfZg+tavwgjBHB7CIsuCPGqGUTIezz68+dgMxzjeJhIr6zP9/5vZTIiXRRUleVDpiY3HUOHOJUHqOyg7Hoal3tAgNY7IQH9+vySfd9Q3Ff8gzF3xpkn+SgtT/B9ujltCt6cbozN+Z+bToc+7nOaJmn1YR39iqPemypoPK+sfzXJoTjwkaiLkl2lQgRjhjO9BSd9FoOyAUhirNT2cYZXEE/X7T83iMkSQ4np3QDktSzOGn5rvV9b/rtsH6VFL26F1act+cuPHneg0ucKtGWXNVRe/tvg14i+Fx4BlYHEby6qg6f4LTncV17yd8r8t+LkOKru67di0bXoOG1qp4eL9d7xeO/19/F0YSdtHt/w924bZ8vLyS/0jjnduxNHG5b7Y3tk9OD64PDg5vhCGWu47P1bxtzkdVvWhgSM8Cqp7ITH08VSUohiLMCjttT6oKkCJVUke63MiSupEumbjJJ5W0FENgnqkswYXOxPfD/B6YeexTYiihcq12jJWXzszV9fsXBt9rVRRujaXRdnXYlQoVWSu0aaxFtq18w5cs+C5FiPXYvRci9C1CJ9rEbkWkW6B27CPs0v1DEUgsL0+h2GM0R4JXJvM94HXGjTKQEWPhQkO7WXXbIrdNTzlYVWkxQNUr0JMlGvLGKhjs6wwXllv7Ab++xAtG1193XG4iQrSNbGLYpAKTx6991LvGPLW467zuNv1aGj1ULh7rrxp7yqFayRwRq3xxvXAcymiLis/rPy40G113sdd/cBd/Wimc2FV/c3lQOXbwbch4K1HjwO3ILb3het90dP73PUyOfahmEfZ2nxh7N2lWZl5DD6zNF2Hkwqg65L5W/lh0SOtGvP9w6LvIBeAm6A79ywZfLFzdk2en7TnB/MBVEL7sW52Wjc7fW42RBU80Lp3nL169SqoiyQSU6mPpmQsykLKBEs/67pMAwyd1v/zo9MFTomR1DNHzdjubZv/9yRbR1tzR1s/6wjnnMdgzmDbVlofBp6PCKXiaOfq1atnZYKjC9K4wIJukvXMEzk7unmjb06UuVqY6YZztdHjygne3Q8nMff17cPg0uu08bOdFhZVl0vtzJn6NGqHq6++tSm2f1e9p/P+p35/N9P5DXDU+vrZAbeCgyTVYk31hU30+qr1N06LojK0ubK8uWwbrJvKZqFGUhUGwsyWHGGQNtvdBnWQJhFv8Glen1hqtuASpOrvYJjZfEZQSp3jSpmkRd7mp3N0UWQCPxgkAUar0zeooNGeH1VeVBl6fTFE6MXMLWfVoQNiRj4zIib0mZCYyGciYsBngJixz4yJiX0mJmbiMxNiEp9JiPnsM5+JufeZe2JSn0lnRsZVJhKJEYsfiqMnfdjZHVwVn6dSiajIf6uE/nyKcnzSJ4+3MSJrfee+75zuWvhMQUzpMyUxX3zmCzGVz1TESJ+RxCifUcRMfWZKTO0zNTEPPvNAzKPPPBLz5DNPxHz1ma8zW+a5AMDMXMyP97oNksaG0mjMwmY+bjWxUeJaGJvxjOPwiGAWG3VIMAuMOiKYRUUNBLOQqMcEs3ioY4JZMNQTglkk1FOCWRjUnwlmMVDfE8wCoE4JThmcEZwxmC00X+GCYCbmuiSYKbn+QjCTcV0RzDRcS4Il31SCVf+acOnWBDPd1g8EM9HWjwQzxdZPBDO51l8JdlrdSUE/5zKf9qoe3YIVXe+5DFZ5vSczWPn1ns1gNdh7OoMVYu/5DFaNvSc0WEn2ntFgddl7SiP37DkNVqG9JzVYmfae1WC12j2tHZf5XMa5Z09isNLtPYvB6rf3NAYr4t7zGKySe09ksHLuPZPBarr3VAYr7N5zGay6e09msBLvPZvB6rz3dAYr9t7zGazinz+hMRaqJJxXKNkGxccGhU22SfAmg7cI3mLwNsHbDN4heIfBuwTvMniP4D0G7xO8z+ADgg8Y/I7gdww+JPiQwQOCBww+IviIwccEHzP4hOATBp8SfMrgM4LPGHxO8DmDLwi+YPAlwZcMviL4isHXBF8z+IbgGwbfEnzL4PcEv2fwHcF3zx+vvujAqo5pdIPp10iPcZuc2/K5Lc5t+9w253Z8bodzuz63y7k9n9vj3L7P7XPuwOcOOPfO595x7tDnDjk38LkB54587ohzxz53zLkTnzvh3KnPnXLuzOfOOHfuc+ecu/C5C85d+twl56587opz1z53zbkbn7vh3K3P3XLuvc+959ydzznZX/MSov4K5nMEfnZ9Pe9bFzk07vOsw7KphYYZJY15Taxxvx6uW5ghI4tQHWKqEESo+jC1ByJUc9TtSKjSMHUGIlRfmOoCEaoqTE2BCNUSppJAhCoIUz8gQnWDqRoQoWrB1AqIpGwdLEKVgakLEMnZ+lmEqgBTAyBCud9kfkQo45t8jwjleZPlEZFswS1COb1ut4VtSm0Ryt8meyNCWdvkbEQoV5tMjQhlaJOfEemrRv0ytA7ScqL32/yeK7AeteIwunAgfdSiJxMtlQbZKNI97AURRQaxxs1vgo0ktRwdgA4Rwf8Jkkmc6a7mN8FOuK1o5xNpGj7+RovVWSjWkCwUasQm1dgvtayFAh2TheKMyUJhTsjC4bKxoiA/k4VivGdr02gRzmfeaAE6CxeTrSKKr2BL0mjROQtF94UsFFzFVqrRQpsvUKNF5ixcaLbMKLCaLBTXA1korEeyUFRPZKGgvs7a77wwzz5a3ORY1BnlVpNZEaGMavIpIpRHTRZFhLKnyZ2jjOVMkzERoUxp8iQilB9NdkSEsqLJiYhQLjSZEBHKgCb/IUJ5z2Q9RCjbmVyHCOU4k+EQocxm8hoilM9MNkOEspjJYYhQ7jKZCxHKWCZfIUJ5ymQpRCg7mdxkv691yHXjvql1yI1FKP+Y7IMIZR2TcxChXGMyDSJ3bAcpL4x4WshOJ+1BPMQrtnou9DUzaMN/Prk2hjV3YePYqOgScqlf4NiGMA0qQFFNNvQJhHe0xZ4cJ/pRKeRhESV5jM6CaaoROZ5fZ7NG6qe8F6CeczAq0ujn3IweZxiE3Se1efvtscmbrT/zlLqdmrL1ZS6Z+tWmw0j/asthFAFq22EUA2rHYRQFatdhFAdqz2EUCWrfYRQL6sBhFA3qncMoHtShwygi1MBhFBPqyGEUFerYYRQX6sRhFBnq1GEUG+rMYRQd6txhFB/qwmEUIerSYRQj6sphFCXq2mEUJ+rGYRQp6tZhFCvqvcMoWtSdw2xFhkLeq4JyYtnYfc4NvY8b8SaDSRfxFoNJGvE2g0kd8Q6DSSDxLoNJI/Eeg0km8T6DSSnxAYNJLPE7BpNe4kMGk2TiAYNJNfERg0k48TGDSTvxCYNJPvEpg0lB8RmDSUTxOYNJR/EFg0lK8SWDSU3xFYNJUPE1g0lT8Q2DSVbxLYNJWfF7BpO44jsGu4r/wrxcpGk5f4oyYuKSm4SStuQWoSQtuU2oUdZLsW2+yZhKEIGQoATeOoVI7KyKEYSBxtUkkeKhmKYRQmiBkOZ7D6wlp5XQb9wVKTrS77vAY4m1pfky132lvkt3JHXKPUJJnHKfUNKmPCCUpCnfEUrKlIeEkjDlgFDSpTwilGQpjwklVcoTQkmU8pRQ0qQ8I5QkKc8JJUXKC0JJkPKSUNKjvCKU5CivCSU1yhtCSYzyllDSonxPKElR3hE6f+SSY90H5iNEYB+2tEUgUAUw8It/XR5ukIVS3SQLJbpFFkpzmyw87HbIQhHtkoXi2SMLRbNPForlgCwUyTuyUByHZKEoBmShGI7IQhEck4Wbf0IWbvopWbjZZ2ThJp+ThZt7QRZu6iVZuJlXZOEmXpOFm3dDFm7aLVm4We/Jwk26Y/drK622ytJbBnzLlK248EjR8WteosUgtuiqeamxmCqB5Y54wJRWQuUXREAVkVcNtbdXcw2YhguFIJhyCTr1EpiCCToVE5iSCTo1E5iiCTpVE5iyCTp1E5jCCTqVE5jSCTq1E5jiCTrVE5jyCTr1E5gCCjoVFJgSCjo1FJgiCjpVFJgyCjp1FJhCCjqVFJhSCjq1FJhiCjrVFJhyCjr1FJiCCjoVFZiSCjo1FZiiCjpVFZiyCjp1FZjCCjqVFZjSCjq1FZjiCjrVFZjyCjr1FZgCC1iFhZ8UMOWoagpimkdQpU/6paUoUIGIIYcKs422E4lKH0116um+nYxNZ035qRlWWWMMk/i0V8jKpEpC8zYw9Z+/Ozh6MunOvAaib4L5sePbvSEyCRR+Uvdv4bU85S1PZ32DyYoI0m9NxDSYz8RaC/dpG51+q1GpkjSCtuXQGPPRz3vgMaGKcBJI/S57MFWF+QQFlTfCzguspW0zH2PbZXEAEXjtrNnTrkICDx3XzpqohdA8Q/Mbp0GZBiHM5m/UDFpgJl6K9tpf3uXO+8XzjLfTHchAspd2Bl32fMZze+fUzEq2xh0yrWbuuZtPVBDP5k/SulSoaI7aSsYJVF3XshirLHiklg7otsNkUZiXmOxDtkUvZTrVs/+qnwT47OFgxt9gOhwsbKB+t9t70bvrX+GvoMK9rwrW8mJhA7aKmmhtaIHeFOm4CjL9QGryUFRYoMrgSYoXg5/evNBv75i/FZnm9i1UWeL+S/P22IshpClr4x6IvhSbmAAx5HP93xPGO2T6LTZdBVunrLV+hbSYxiZnmqI4UbBq3MtCRAVodw/JfVJClARrnVeQiypL9cP7WTP46fWshyxy0Nx6H6ceTL83fVypmbKHMVoY/DRM8rF66oZOGeg/hMBdPg10sFwAnrUyiEEkuciLtqBX8LgmtiaF1MtT6AIwnIht/Oybw2+lGBXF/dqy9zjnpNSnc1H9PWq8is0A8PdwVV99q6E+J21DvOp3adSKzcz/z7S4REFd6jf8UlDDYIRxlhYPowqC+0/frax3/0xp8eL6zdr6P669Pftx5Xeb7Z8w/Wrpb5d+s/T90vrSPy39bml/6XTpailcSpb+c+m/lv777W/e7r89eXtmm/7yF22fv1nyft7e/S+LTrNU</latexit> t = 0 ࣌ؒੵ෼
    લਐࠩ෼  <latexit 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</latexit> u(t = ∆t) ≈ u(t = 0) + f(u(t = 0))∆t =: F∆t (u(t = 0)) <latexit 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</latexit> u(2∆t) á u(∆t) + f(u(∆t))∆t = F∆t (u(∆t)) = F∆t F∆t (u(0)) <latexit sha1_base64="/rRpK67H4EjlWrN3jPlyykF1L+4=">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</latexit> u(n∆t) á F∆t · · · F∆t (u(0)) ʜ <latexit sha1_base64="Pl/2N1eeUM5gy93V7Rn9un91ozk=">AAA11niclVtbc9zKcabtOHZoJzm2H/MyFUplKaFoUefITspOyryT4vJ+lbQ6LCy2FwsRN2FmQVLr9ZvLr/kH+TV5TZ7zb9Izg0H3YEGdmFUS0d8305jL19O9WHBQJLFUL1/+7/e+/4O/+uFf/+jHf7P4k5/+7d/9/Vc/+/mlzCdlCBdhnuTl9SCQkMQZXKhYJXBdlBCkgwSuBrcbmr+qoJRxnp2rhwI+pEGUxaM4DBRCN1/967+JfhqocZlOTw8PZ88mz14+/y1BIA9BzW6unj97lol/FqvPRX8TEhUI9fzmq6WXKy/Nj5i/WK0vlhbqn+Obn33zp/4wDycpZCpMAinfr74s1IdpUKo4TGC22J9IKILwNojgPV5mQQryw9TMcSaeIjIUo7zEf5kSBuU9pkEq5UM6wJZ68LLNabCTG6TenacP2r9sjUaN/uXDNM6KiYIstIMZTRKhcqEXVQzjEkKVPOBFEJYxzkeE46AMQoVL73lX8e1n/356RCrPE/+W0yoo7+IhjtlDi6CUt3Hhg3aFPOi+A9O3fhEOEczgLszTNMiG0/4wHo1m7199mPZHON7pUCytzvT/r2YzIZ7m5TDOglJPbDSCEncuDhLfQdHy0C/0hgaJcUQG+vP7xVnTUd9U/EqYu+JN4+yFlrP4f9wct4RuTzdGZ/zOzKdDH3c5yWI1e7+K/poweL+0+sEsh+bEXazGQn6aBCWIAc74FpT0XQTKDiiBkVrRw+mXcTRWf7iZzi/DEBJc7xYoJ0VhxvDt9NnS6vN2H6QHNW2H1qYte+PGjzvRanKBWzNIpxdt/NLil4g/FR4DloH5bSzKnKb7O5zuMq55PeV/n/NzGZR2deuxadv07E9ppfrz99/yem119/F3YSBtH93yD2wbZouLi0/1jzjcuhIHa+e7YnNre+9w73zv6PBMGGqx6/xYxt/mdFjWhwaO8CAob4XE0MezVIp8JMKgsNf6oCoBJVbGWaTPiWFcxdI1G8XRpISWahDUI51NcbFT8ayH13M7j21CFC2UrtWGsbrambm6Zqfa6Gql8sK1Oc+LrhaDXKk8dY3WjTXXrp534JoFj7UYuBaDx1qErkX4WIuhazHULXAbdnF2iZ6hCAS21+cwjDDahwLXJvV94LUGjTJQ0SNhgkN72TabYncNT3lYFkl+B+WLENPryiIG6sgsK4yWVqd2A//YR8tGV1d3HG6sgmRFbKMYpMKTR++91DuGvPW47Txutz0aWt3l7p5Lr+q7SuEaCZxRbbxyPfBcGlKXpa+Xvpnrttz0cVdfc1ffmOmcWVV/cTlQ+XbwdQh469HhwC2I7X3mep919D51vUyOvcubKFtpFsbeXZqVaWLwkaVpOxyXAG2XzN/S1/MeadWY76/nfQeZANwE3bljyeCTnbNr8vikPT+YD6AU2o91s1W72epysybK4I7WveXsxYsXQZXHQzGR+miKR6LIpYyxYLSuiyTA0Kn9Pz46XeAUGEkdc9SM7V63+YsnWTvaaBxtfKcjnHMWgTmDbVtpfRi4GRFKxdHO1YsXj8oERxckUY4F3TjtmCdydnRNoy9OlLmam+mac7XW4coJ3t0PJ9H4+vJhcO51WvvOTnOLqsuleuZMfRq1w9VXX9oU27+t3uOm/7Hf3820uQGOWl8/OuBacBAnWqyJvrCJXl/V/kZJnpeGNleWN5d1g1VT2czVSKrEQJjZkiMMkulmu0EVJPGQN7hp6hNLzeZcglTdHQwza2YEhdQ5rpBxkmd1fjpFF3kq8INBHGC0On2DCqba873K8jJFr0/6CD2ZueUsW3RAzMBnBsSEPhMSM/SZITHgM0DMyGdGxEQ+ExEz9pkxMbHPxMR89JmPxNz6zC0xic8kMyPjMhWxxIjFj9LDB33Y2R1cFh8nUolhnv1SCf35FOX4oE8eb2NEWvvOfN8Z3TX3mZyYwmcKYj75zCdiSp8piZE+I4lRPqOImfjMhJjKZypi7nzmjph7n7kn5sFnHoj57DOfZ7bMcwGAmTlvjveqDpKpDaXBiIVNM241tlHiWhib8Yzj8IBgFhtVSDALjGpIMIuKCghmIVGNCGbxUEUEs2CoxgSzSKgmBLMwqD4SzGKguiWYBUCVEJwwOCU4ZTBbaL7COcFMzFVBMFNy9YlgJuOqJJhpuJIES76pBKvuNeHSrQhmuq3uCGaire4JZoqtHghmcq0+E+y0upWAfs5lPu2VHboFK7rOcxms8jpPZrDy6zybwWqw83QGK8TO8xmsGjtPaLCS7Dyjweqy85RG7tFzGqxCO09qsDLtPKvBarV9Wjsu9bmUc4+exGCl23kWg9Vv52kMVsSd5zFYJXeeyGDl3Hkmg9V056kMVtid5zJYdXeezGAl3nk2g9V55+kMVuyd5zNYxT9+QmMslHHYVCjpGsXHGoVNuk7wOoM3CN5g8CbBmwzeIniLwdsEbzN4h+AdBu8SvMvgPYL3GPyG4DcM3id4n8E9gnsMPiD4gMGHBB8y+IjgIwYfE3zM4BOCTxh8SvApg88IPmPwOcHnDL4g+ILBlwRfMviK4CsGXxN8zeC3BL9l8DuC3z1+vPqiA6s6ptE1pl8jPcatc27D5zY4t+lzm5zb8rktzm373Dbndnxuh3O7PrfLuT2f2+PcG597w7l9n9vnXM/nepw78LkDzh363CHnjnzuiHPHPnfMuROfO+Hcqc+dcu7M5844d+5z55y78LkLzl363CXnrnzuinPXPnfNubc+95Zz73zOyf6SlxDVZzCfI/Cz68umb5VnMHWfZx2WTizUTylpNDWxxv16uKphhgwsQnWIqUIQoerD1B6IUM1R1SOhSsPUGYhQfWGqC0SoqjA1BSJUS5hKAhGqIEz9gAjVDaZqQISqBVMrIJKwdbAIVQamLkAkY+tnEaoCTA2ACOV+k/kRoYxv8j0ilOdNlkdEsgW3COX0qt4WtimVRSh/m+yNCGVtk7MRoVxtMjUilKFNfkakqxr1y9AqSIqx3m/zu1FgNajFYXThQPqoRU8maioJ0sFQ97AXROQpRBo3vwk2ktRydAA6RAT/J0jGUaq7mt8EO+HWom0mMp3y8U+1WJ2FYg3JQqEO2aSm9ksta6FAR2ShOCOyUJhjsnC4bKwoyI9koRhv2dpMtQibmU+1AJ2Fi8lWEcWXsyWZatE5C0X3iSwUXMlWaqqF1izQVIvMWbjQbJlRYBVZKK47slBY92ShqB7IQkF9ntXfeWGevbe4ybGoM8qtJrMiQhnV5FNEKI+aLIoIZU+TOwcpy5kmYyJCmdLkSUQoP5rsiAhlRZMTEaFcaDIhIpQBTf5DhPKeyXqIULYzuQ4RynEmwyFCmc3kNUQon5lshghlMZPDEKHcZTIXIpSxTL5ChPKUyVKIUHYyucl+X+uQy6n7ptYhVxah/GOyDyKUdUzOQYRyjck0iLxjO0h5YcDTQno8rg/iPl6x1XOhr5leHf7N5OoY1tyZjWOjonPIpH6BYxPCJCgBRTVe0ycQ3tEWe3IU60elkIX5MM4idBZMEo3IUXOdzqZSP+U9A/WYg0GeDL/LzeB+hkHYflKb1d8em7xZ+zNPqeupKVtfZpKpX607jPSvNhxGEaA2HUYxoLYcRlGgth1GcaB2HEaRoHYdRrGg9hxG0aDeOIziQe07jCJC9RxGMaEOHEZRoQ4dRnGhjhxGkaGOHUaxoU4cRtGhTh1G8aHOHEYRos4dRjGiLhxGUaIuHUZxoq4cRpGirh1GsaLeOoyiRb1zmK3IUMg7ZVCMLRu5z7mh93EjWmcw6SLaYDBJI9pkMKkj2mIwCSTaZjBpJNphMMkk2mUwKSXaYzCJJXrDYNJLtM9gkkzUYzCpJjpgMAknOmQwaSc6YjDJJzpmMCkoOmEwiSg6ZTDpKDpjMEkpOmcwqSm6YDAJKrpkMGkqumIwySq6ZjApK3rLYBJX9I7BruI/My8XaVo2T1EGTFxynVDSltwglKQlNwk1ynoqNs03GRMJIhASlMBbJzAUW8tiAGGgcTWOpbjLJ8kQIbRASPO9B9aSk1LoN+7yBB3p913gvsDa0nyZ675S36Y7kjrlDqEkTrlLKGlT7hFK0pRvCCVlyn1CSZiyRyjpUh4QSrKUh4SSKuURoSRKeUwoaVKeEEqSlKeEkiLlGaEkSHlOKOlRXhBKcpSXhJIa5RWhJEZ5TShpUb4llKQo3xHaPHLJsO4D8xEisA9b6iIQqALo+cW/Lg/XyEKprpOFEt0gC6W5SRYedltkoYi2yULx7JCFotklC8WyRxaK5A1ZKI59slAUPbJQDAdkoQgOycLNPyILN/2YLNzsE7Jwk0/Jws09Iws39Zws3MwLsnATL8nCzbsiCzftmizcrLdk4Sa9Y/erK626ytJbBnzLlK248EjR8WteosUgtuiyeakxnyiB5Y64w5RWQOkXREAVkVcN1bdXjQZMw7lCEEy5BK16CUzBBK2KCUzJBK2aCUzRBK2qCUzZBK26CUzhBK3KCUzpBK3aCUzxBK3qCUz5BK36CUwBBa0KCkwJBa0aCkwRBa0qCkwZBa06CkwhBa1KCkwpBa1aCkwxBa1qCkw5Ba16CkxBBa2KCkxJBa2aCkxRBa2qCkxZBa26CkxhBa3KCkxpBa3aCkxxBa3qCkx5Ba36CkyBBazCwk8KmHJUOQExyYZQJg/6paVhoAIRQQYlZhttxxKVPpjo1NN+OxmbzqbFzbRfplNjmMSnvUJaxGUcmreBqX/z7uDgwaQ78xqIvgnmx5Zv94bIOFD4Sd2/hdfymLc8nnUNJs2HkHxpIqZBMxNrzd2nbnT8pUaFipMh1C37xmhG3/TAY0Ll4TiQ+l32YKJy8wkKSm+ErRdYC9umGWPdZX4AQ/DaWbOjXYkEHjqunTVRC6F5huY3ToIiCUKYNW/U9GpgJp6K+tpf3sXW+8VNxttqD6Qn2Us7vTZ7OuO5vXVqpgVb4xaZlDP33M0nSohmzZO0NhUqmqO24lEMZdu1zEcqDe6ppQPa7TBZ5OYlJvuQbd5LkUz07D/rJwE+u9+b8TeY9ntzG6jf7fZe9G77V/grKHHvy5y1PJvbgI28IlobWqBXeTIqg1Q/kBrf5SUWqDJ4kOJJ79tXT/TbO+ZvRSaZfQtVFrj/0rw99qQPScLauAeiT8U6JkAM+Uz/94DxDql+i01XwdYpa61fIc0nkcmZpiiOFSwb9zIXwxy0u7v4Ni5gGAcrrVeQ8zJN9MP72bT37ctZB5lnoLnVLk7dmX6vurhCM0UHY7TQ+7YfZyP10A6dItB/CIG7fBzoYDkDPGtlEIGIM5HldUGv4H5FbIxzqZcn1wVgOBab+Nk3g19KMcjz25VF73HOUaFP57z8J9R4GZkB4O/+sr76UkN9TtqGeNXt0qgVm5n/H2lxjoI612/4JaD6wQDjLMnvBiUEtzdfLa22/0xp/uLy1crqr1den3yz9Pv1+k+YfrzwDwv/uPBsYXXhNwu/X9hdOF64WAgX/nPhvxb+e+F/Xl+//uPrP73+s236/e/VfX6x4P28/o//A/NZxsA=</latexit> = RNN(u(0); ResNetW )((n + 1)∆t)
72.  Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ࣌ؒੵ෼ͱͷΞφϩδʔΛ׆༻ § 3//
    ͸೚ҙͷ࣌ؒࣗ༝౓ʹରԠͰ͖Δ
    <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">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</latexit> t = 0 ೖྗ ग़ྗ ೖྗ ग़ྗ 3FT/FU <latexit 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mU+UWnwQC0d0G2HySI3LzHZh2yLXopkpmf/RT8J8NnDwZy/wXQ4WNhA/W6396J317/CX0GJe1/mrOXFwgZs5RXR2tACvcmTSRmk+oHU9D4vsUCVwaMUzwY/vHqm394xfysyy+xbqLLA/Zfm7bFnQ0gS1sY9EH0uNjEBYshn+r9HjHdI9Vtsugq2Tllr/QppPotMzjRFcaxg1biXuRjnoN3dx3dxAeM4WOu8gpyXaaIf3s/rwQ8v5z1knoHm1vs4dW/6verjCs0UPYzRwuCHYZxN1GM3dIpA/yEE7vJpoIPlAvCslUEEIs5EljcFvYKHNbE1zaVenlwXgOFUbONn3wx+JcUoz+/Wlr3HOSeFPp3z8m9R42VkBoC/h6v66msN9TlpG+JVv0ujVmxm/n+ixSUK6lK/4ZeAGgYjjLMkvx+VENx9/GZlvftnSosX16/W1v9+7fXZ9yu/3Wz+hOnnS3+99DdL3y6tL/3D0m+X9pdOl66WwqX/XPqvpf9e+p/Xx6/V6/r13Db96U+aPr9c8n5e/8f/AStNw8E=</latexit> ResNet(u; W) = u + fNN (u; W) <latexit 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</latexit> RNN(u(t = 0); gNN;W )(n∆t) = gNN;W · · · gNN;W (u(t = 0)) 3// <latexit 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</latexit> = n∆t <latexit sha1_base64="6iHT9VjOGv7Lr6roRu8mJSuQ7PE=">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</latexit> F∆t (u(n∆t)) = u(n∆t) + f (u(n∆t)) <latexit sha1_base64="RJfpIRjQmVxLsTOfOYHBTYyY1wk=">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</latexit> = ResNet(u(n∆t); W) <latexit sha1_base64="JOI2nH1wc0BDN4zGkbScY3Ju+1Q=">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</latexit> t = 0 ࣌ؒੵ෼
    લਐࠩ෼  <latexit 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</latexit> u(t = ∆t) ≈ u(t = 0) + f(u(t = 0))∆t =: F∆t (u(t = 0)) <latexit 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</latexit> u(2∆t) á u(∆t) + f(u(∆t))∆t = F∆t (u(∆t)) = F∆t F∆t (u(0)) <latexit sha1_base64="/rRpK67H4EjlWrN3jPlyykF1L+4=">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</latexit> u(n∆t) á F∆t · · · F∆t (u(0)) ʜ <latexit sha1_base64="Pl/2N1eeUM5gy93V7Rn9un91ozk=">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</latexit> = RNN(u(0); ResNetW )((n + 1)∆t)
73.  Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ภඍ෼ํఔࣜ΁ͷద༻ ֦ࢄํఔࣜ <latexit sha1_base64="OwlxzIvwX7xHSh7DHP7Sz9Uv7PI=">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</latexit> ∂u ∂t = Cr · ru <latexit 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</latexit> t <latexit 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</latexit> t + ∆t
74.  Մมࣗ༝౓ʹର͢Δ൚༻ੑ
    ภඍ෼ํఔࣜ΁ͷద༻ ֦ࢄํఔࣜ <latexit sha1_base64="OwlxzIvwX7xHSh7DHP7Sz9Uv7PI=">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</latexit> ∂u ∂t = Cr · ru ۭ࣌ؒ཭ࢄԽ <latexit sha1_base64="6ZJsUQMxjgGNwpRVmEoPWfKBSRo=">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</latexit> ui,j (t + ∆t) = ui,j (t) + C∆t (∆x)2 [ui−1,j (t) + ui+1,j (t) + ui,j−1 (t) + ui,j+1 (t) − 4ui,j (t)] <latexit sha1_base64="n06FccII31cjUOJZfnVkGZ93Kk0=">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</latexit> −4 C∆t (∆x)2 <latexit 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C∆t (∆x)2 <latexit 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t <latexit sha1_base64="wFkN8Jh4j+uvqeoRzMVVd+k2buc=">AAA1p3iclVtbc9zKcaYdJ7HpXI6TR79MhVL5OKEYUecoyUMqZd5JcXm/SlodFRboxULETZhZkBS8ectf8Kv9t/xv0jOD2e7BgjoJqySiv2+mMZevp3ux4KhME6levvzzT376Fz/7y7/665//YvmXf/O3f/f33/zqH65lMa1CuAqLtKhuR4GENMnhSiUqhduygiAbpXAzutvS/E0NlUyK/FI9lvAhC+I8GSdhoBAaKvEvYrgNqQqE+vjNysu1l+ZHLF6stxcrS+3P6cdfff8/w6gIpxnkKkwDKd+vvyzVh