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20180306_NIPS2017_DeepLearning
NIPS2017 ( https://nips.cc/Conferences/2017 ) に参加して、Deep Learning 関連で面白いと思った話題。
yoppe
March 06, 2018
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77 slides
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࣍ • NIPS2017 ʹ͓͚Δਂֶश • ਂֶशͷ൚Խੑೳʹؔ͢Δཧղͷਐల • GAN ͷऩଋੑʹؔ͢Δཧղͷਐల •
ਂֶशͷ৽ͨͳํੑ • ·ͱΊ 2 -
ਂֶशؔ࿈ͷൃදʢ֓ࢉʣ • Tutorials: શ 9 ݅த 3 ݅ • Invited
talks: શ 7 ݅த 2 ݅ • Orals: શ 41 ݅த 8 ݅ • Posters: શ 679 ݅த 200 ݅ • Workshops: શ 53 ݅த 5 ݅ʢؚ Deep Learning in λΠτϧʣ 4 -
ਂֶशؔ࿈ͷൃද: Tutorials • Tutorials: શ 9 ݅த 3 ݅ •
Deep Learning: Practice and Trends • Deep Probabilistic Modeling with Gaussian Processes • Geometric Deep Learning on Graphs and Manifolds 5 -
ਂֶशؔ࿈ͷൃද: Invited talks • Invited talks: શ 7 ݅த 2
݅ • Deep Learning for Robotics • On Bayesian Deep Learning and Deep Bayesian Learning 6 -
ਂֶशؔ࿈ͷൃද: Orals • Orals: શ 41 ݅த 8 ݅ •
TernGrad: Ternary Gradients to Reduce Communication in Distributed Deep Learning • Train longer, generalize better: closing the generalization gap in large batch training of neural networks • End-to-End Differentiable Proving • Gradient descent GAN optimization is locally stable 7 -
ਂֶशؔ࿈ͷൃද: Orals (Cont'd) • Orals: શ 41 ݅த 8 ݅
• Imagination-Augmented Agents for Deep Reinforcement Learning • Masked Autoregressive Flow for Density Estimation • Deep Sets • From Bayesian Sparsity to Gated Recurrent Nets 8 -
ਂֶशؔ࿈ͷൃද: Posters • Posters: શ 679 ݅த 200 ݅ •
ଟ͗ͯ͢ྻڍͰ͖ͳ͍ ! • ͪͳΈʹಠஅͱภݟͰΛΧϯτ͍ͯ͠·͢ • ৄࡉ NIPSͷϖʔδ ΛνΣοΫͯ͠Լ͍͞ NIPSͷϖʔδ: https://nips.cc/Conferences/2017/Schedule?type=Poster 9 -
ਂֶशؔ࿈ͷൃද: Workshops • Workshops: શ 53 ݅த 5 ݅ʢؚ Deep
Learning in λΠτϧʣ • Deep Learning for Physical Sciences • Deep Learning at Supercomputer Scale • Deep Learning: Bridging Theory and Practice • Bayesian Deep Learning • Interpreting, Explaining and Visualizing Deep Learning - Now what? 10 -
൚Խੑೳͱ • ֶशͰ͍ͬͯͳ͍σʔλʹର͢ΔϞσϧͷੑೳ • ਂֶशͷొͰ൚Խੑೳʹ࠶͕ू·͍ͬͯΔ • (ύϥϝλ) >> (σʔλ)ͷΑ͏ͳ "φϯηϯε"
ͳϞσϧ • ͦΕͰѹత൚ԽੑೳΛ࣋ͪɺͦͷੑ࣭Λ໌Β͔ʹ͍ͨ͠ • ͜ͷਂֶश͚ͩʹݶΒͳ͍ 13 -
ڵຯΛ࣋ͬͨจݙʢNIPS2017ʣ • Train longer, generalize better: closing the generalization gap
in large batch training of neural networks ൚ԽੑೳͱֶशͱόοναΠζͷؔΛߟɺGBN ͷఏҊ • Exploring Generalization in Deep Learning ൚ԽੑೳࢦඪΛݕ౼ɺPAC-Bayesian ʹجͮ͘ sharpness ΛఏҊ • Langevin Dynamics with Continuous Tempering for Training Deep Neural Networks SGD Λϥϯδϡόϯํఔࣜͱղऍ͠ԹͷμΠφϛΫεΛղੳ 14 -
ؔ࿈͢ΔจݙʢNIPS2017Ҏ֎ʣ • A Bayesian Perspective on Generalization and Stochastic Gradient
Descent "noise scale" ͱֶशόοναΠζͷؔࣜΛಋग़ • Accurate, Large Minibatch SGD: Training ImageNet in 1 Hour ਫ਼Λམͱͣ͞ʹେ͖ͳϛχόοναΠζͰͷֶशΛ࣮ݱ • Understanding deep learning requires rethinking generalization ਂֶशʢ͚ͩʹؔΘΒͣઢܗܥͰ͑͞ʂʣͷ൚ԽੑೳΛཧղ ͢ΔͨΊʹ৽͍͠Έ͕ඞཁͰ͋Δ͜ͱΛఏݴ 15 -
Ҏ߱ͷ NIPS จͰͳ͍͕ɺ͍ۙ༰ͰΑΓܥ౷తʹཧղ͕Ͱ͖ΔͨΊ ҎԼͷೋͭͷจΛઆ໌͢Δ • A Bayesian Perspective on Generalization
and Stochastic Gradient Descent • Accurate, Large Minibatch SGD: Training ImageNet in 1 Hour ൚Խੑೳࢦඪʹؔͯ͠Ҏલʹ ͜Μͳൃද Λͯ͠·͢ ͜Μͳൃද: https://speakerdeck.com/diracdiego/some-understanding-of-generalization-in-deep-learing 16 -
Bayesian evidence ؆୯ͳ߹ͱͯ͠1࣍ݩύϥϝλ Λߟ͑ɺࣄޙ֬Λߟ͑Δ ͜͜Ͱɺ ೖྗɺ ϥϕϧɺ Ϟσϧ Λ exponentiate
ͯ͠ cross entropy Ͱදݱ 17 -
Bayesian evidence (Cont'd) ύϥϝλΛղ ͷपΓͰೋ࣍·Ͱల։ͯ͠ evidence ղʹ͓͚Δଛࣦؔͱ log(ۂ/ਖ਼ଇԽ) Ͱදݱ ύϥϝλΛ
࣍ݩʹҰൠԽ͢Δͱ Hessian ͷ determinant ΑΓ 固有値 19 -
Bayesian evidence (Cont'd) ൺֱର null model ( : Ϋϥε) ͞Βʹ
Λಋೖͯ͠ ͜ͷ݁ՌϞσϧͷ parametrization ʹґΒͣ broad minima ( ͕ খ͍͞) ͕ sharp minima ΑΓΑ͘ҰൠԽ͢Δ͜ͱΛࢧ࣋͢Δ 20 -
࣮ݧ: logistic regression Ͱͷ bayesian evidence logistic regression Ͱ MNIST
ͷ {0,1} ผ: 800 train, 10000 test ࠨ random label Ͱӈਖ਼͍͠ label ҙຯ͋ΔใΛ࣋ͭ label Ͱ ͕ 0 ΛԼճΔ Ref: https://arxiv.org/abs/1710.06451 21 -
࣮ݧ: NN Ͱͷ generalization gap 800 hidden units + ReLU
Ͱผ: 1000 train, Γ test SGD w/ momentum 0.9, learning rate 1.0 Λ༻ batch size ʹΑͬͯ൚Խੑೳʹ͕ࠩੜ͡Δ (generalization gap) Ref: https://arxiv.org/abs/1710.06451 22 -
SGD ʹ͓͚Δ "noise scale" ղੳతͳΈͰٞ͢ΔͨΊʹ SGD Λ֬ඍํఔࣜͱଊ͑Δ full batch ͱ
batch ͷ͕ࠩॏཁͰ͋ͬͨ͜ͱʹҙ͠ɺޯʹΑΔ ύϥϝλߋ৽ͷࠩΛҎԼͷܗʹॻ͘ ͜͜Ͱɺ 23 -
SGD ʹ͓͚Δ "noise scale" (Cont'd) ࿈ଓԽ͞Εͨʢ Λ࿈ଓมͱ͢Δʣ֬ඍํఔࣜͱൺֱ ʢ͍ΘΏΔ overdamped Langevin
equationʣ ͜͜Ͱɺ noise ( , ) ͜ͷ dynamics ͷ༳Β͗Λنఆ͢Δྔ ࢄతͳύϥϝλߋ৽ͷࣜͷ࿈ଓۙࣅΛऔͬͯൺֱΛ͢Δ 25 -
࣮ݧ: "noise scale" ͱ൚Խੑೳͷؔ "noise scale" ͕ղͷ൚ԽੑΛنఆ దͳ ͕൚Խ͞Εͨղಋ͘ʢେ͖͗͢Ε࿈ଓۙࣅෆཱʣ Ref:
https://arxiv.org/abs/1710.06451 27 -
࣮ݧ: ඇৗʹେ͖͍ batch ͱֶशͰͷ ImageNet ֶश େنֶशͰཱʢ߹Θֶͤͯशॳظʹ warmup ༻ʣ Ref:
https://arxiv.org/abs/1706.02677 29 -
ਂֶशͷ൚Խੑೳʹؔ͢Δ·ͱΊ • optimizer ͱͯ͠ SGD ͕ཧతʹ࣮ݧతʹྑͦ͞͏ • ؔ࿈͢Δ༷ʑͳจ͕ग़͍ͯͯཧղ͕ਐΜͰ͍Δ saddle point
ʹऩଋ͢Δ֬θϩ ref ͨͩ͠ saddle point ͔ۙΒͷग़ʹࢦ࣌ؒඞཁ ref • ͳͥਂֶश͕༏Ε͍ͯΔͷ͔ʁཧղ͕ਐΜͰ͍͖ͦ͏ ࠷ۙͰ ͜Ε ͱ͔ʹͳ͍ͬͯͨ Ref: https://arxiv.org/abs/1602.04915, https://arxiv.org/abs/1705.10412, https://arxiv.org/abs/1802.04474 30 -
GAN ͱ σʔλੜϞσϧ ͱผϞσϧ Λڝ߹ֶͤͯ͞श ֶशͨ͠ Λ༻͍ͯཚ͔Βੜ͞Εͨը૾͕ҎԼ ྑ࣭ͳը૾ੜՄೳʹͳ͕ͬͨɺ҆ఆతͳֶशͷऩଋ͕ࠔ Ref: https://arxiv.org/abs/1406.2661,
https://arxiv.org/abs/1710.10196 32 -
ڵຯΛ࣋ͬͨจݙ ήʔϜཧతͳղੳฏߧۙͰͷ gradient flow ͷղੳͳͲ ਖ਼ଇԽ߲ͱͯ͠ඍਖ਼ଇԽ߲͕׆༂ (double back prop.) •
Gradient descent GAN optimization is locally stable • The Numerics of GANs • Improved Training of Wasserstein GANs • Stabilizing Training of Generative Adversarial Networks through Regularization 33 -
ڵຯΛ࣋ͬͨจݙʢCont'dʣ • GANs Trained by a Two Time-Scale Update Rule
Converge to a Local Nash Equilibrium generator ͱ discriminator ͰಠཱʹֶशΛ࣋ͨͤ nash ۉߧ • Approximation and Convergence Properties of Generative Adversarial Learning ΑΓநతͳΈͰ֤छ GAN ΛऔΓѻ͍ɺऩଋՄೳੑ֤ ख๏ؒͷ૬ରతͳڧ͞Λࣔͨ͠ 34 -
Ҏ߱ͷ جຊతʹҎԼͷจΛհʢҰ෦ଞͷจ͔ΒਤΛҾ༻͢Δʣ ଞͷจͰຊ࣭తʹ͔ͳΓ͍ۙٞΛ͍ͯͨ͠Γ͢Δ͕ɺ notation ݁ߏόϥόϥͳͷͰཁҙ • Gradient descent GAN optimization
is locally stable ଞͷจͷ͍͔ͭ͘ʹؔͯ͠Ҏલʹ ͜Μͳൃද Λͯ͠·͢ ͜Μͳൃද: https://speakerdeck.com/diracdiego/20180127-nips-paper-reading 35 -
GAN ͷऩଋੑͷݱঢ় • ฏߧʢnash ۉߧͷҙຯʣ͕ଘࡏ͢Δ͔ඇࣗ໌ zero-sum game ͱՁͳͷಛఆͷ߹Ͱ͋Δ͜ͱʹҙ • ฏߧ͕ଘࡏ͢Δͱͯ͠ऩଋ͢Δͷ͔ඇࣗ໌
• ࣮༻্ֶश͕ෆ҆ఆʢhyperparameterʹහײʣ ͜͜ͰฏߧͷଘࡏԾఆ͠ɺͦͷۙͰऩଋ͢Δ͜ͱΛࣔ͢ 36 -
GAN ͷֶशͷఆࣜԽ తؔҎԼ ͜͜Ͱ concave (original GAN )
discriminator ͷҬ Ͱ͋Δ͜ͱʹҙ ղੳతͳٞΛ͢ΔͨΊʹύϥϝλߋ৽ࣜΛ࿈ଓԽͯ͠දݱ 37 -
GAN ͷֶश҆ఆੑΛࣔ͢ͷͳ͍͔ͥ͠ʁ ฏߧͰ min-max game ͳͷͰతؔ convex-concave Ͱ͋Δͱخ͍͠ ͔͠͠తؔ concave-concaveʂઢܗϞσϧͰ
͜Ε ͷ concave ੑʹΑΓͲͷύϥϝλʹؔͯ͠ concave 39 -
GAN ͷֶशͷ҆ఆੑΛࣔͨ͢ΊͷΞϓϩʔν • ඇઢܗྗֶܥ ͕ղੳͷର • gradient flow ͷ҆ఆੑٞͷͨΊʹ੍ޚܥͷཧ͕༗༻ •
େҬతʹ͍͠ͷͰฏߧۙʹݶΔ͜ͱͰઢܗԽͯٞ͠ Hartman-Grobman ఆཧ: ۂܕෆಈͷۙͰઢܗԽՄೳ • ͷฏߧͰͷϠίϏΞϯݻ༗ͷ࣮෦͕ෛͰ͋Ε҆ఆ 41 -
ฏߧۙͰͷ GAN ͷֶश҆ఆੑ ओͨΔղੳରϠίϏΞϯ ͜Εͷݻ༗ͷ࣮෦͕ෛʹͳΔ͜ͱΛࣔͤΕΑ͍ (1,1) block Ͱ concave
ੑʹΑΓ negative definte ͔͜͜ΒԾఆΛೖΕΔ͜ͱͰݻ༗࣮෦ͷෛੑΛ୲อ͢Δ 43 -
ฏߧۙͰͷ GAN ͷֶश҆ఆੑ (Cont'd) • Ծఆ1: and • Ծఆ2: and
• Ծఆ3: Discriminator space Ͱ G ͰہॴҰఆ • Ծఆ4: s.t. 44 -
ฏߧۙͰͷ GAN ͷֶश҆ఆੑ (Cont'd) ߦྻ ͕ negative definite Ͱ
͕ full column rank ͳΒݻ༗࣮෦ͷෛੑΛࣔͤΔʢ ʹҙʣ ূ໌ݪจΛࢀরʢݻ༗ํఔࣜΛཧͯࣔ͢͠ʣ GANͷฏߧपΓͷ҆ఆੑ͕ࣔͤͨʢਖ਼֬ʹࢦతʹऩଋʣ 46 -
҆ఆੑΛߴΊΔͨΊͷਖ਼ଇԽ߲ͷߟҊ ʮϠίϏΞϯݻ༗ͷ࣮෦͕ෛͰ͋Δʯͱ͍͏͜ͱ͕ॏཁͩͬͨ ͦΕΛ enhance ͢Δͷ͕ generator ʹର͢Δ double back prop.
͜ͷਖ਼ଇԽʹΑΓϠίϏΞϯ࣍ͷΑ͏ʹมԽ 47 -
҆ఆੑΛߴΊΔͨΊͷਖ਼ଇԽ߲ͷߟҊ (Cont'd) (2,2) block ͕ negative definite ͳͷͰ҆ఆੑ͕૿͢ ύϥϝλ ͕খ͚͞Ε͜Ε·Ͱͷ͕ٞյΕͳ͍͜ͱࣔͤΔ
ྨࣅٞ The Numerics of GANs Ͱͳ͞Ε͍ͯΔ ಋೖ͞Εͨඍਖ਼ଇԽ߲จ຺ҟͳΔ͕༷ʑͳจͰొ 48 -
GAN ͷऩଋੑʹؔ͢Δ·ͱΊ • ฏߧपΓͷٞͳͲৄࡉʹͳ͞ΕΔΑ͏ʹͳ͖ͬͯͨ ཧతʹऩଋΛอূ͢ΔʹͦΕͳΓʹڧ͍Ծఆ͕ඞཁ • ༷ʑͳจ͕ग़͍ͯΔ͕ɺ͍ۙ͠ߟ͑ͷͷଟ͍ • زԿతͳख๏ͰେҬతͳٞΛͨ͠Γग़͖ͯͦ͏ ྫ͑
GAN ͷධՁͷ৽͍͠ํੑͱͯ͠ ͜Ε ͱ͔ • ཧֶͱͷڥքྖҬͰͰ͖Δ͜ͱଟͦ͏ 52 -
ڵຯΛ࣋ͬͨจݙ ৽ͨͳల։ • Dynamic Routing Between Capsules χϡʔϩϯͷvectorҰൠԽͱͦͷؔੑΛಘΔΈΛఏҊ • Deep
Sets ೖྗͱͯ͠ཁૉͷॱ൪ʹґΒͳ͍ू߹Λѻ͑ΔϞσϧΛߏங • Bayesian GAN BayesianͰGANΛऔΓѻ͏͜ͱͰɺ֤छֶशςΫχοΫ͕ෆཁ 54 -
ڵຯΛ࣋ͬͨจݙ (Cont'd) زԿֶతͳ؍͔Βͷൃల • Sobolev Training for Neural Networks ֤ͷඍֶशʹ༻͢ΔΑ͏ఆࣜԽɺৠཹͳͲͰ͑Δ
• Principles of Riemannian Geometry in Neural Networks ϦʔϚϯزԿͰఆࣜԽ͠ɺӈLie܈ͷ࡞༻Ͱ back prop. Λදݱ • Riemannian approach to batch normalization BNΛϦʔϚϯزԿͷΈͰఆࣜԽ 55 -
ڵຯΛ࣋ͬͨจݙ (Cont'd) ߋͳΔόϥΤςΟ • Attention Is All You Need ࠶ؼߏΛΘͣattentionͷΈͰྑ͍݁ՌΛ࣮ݱ
• Deep Hyperspherical Learning CNNͷΈࠐΈΛٿ໘্ͷԋࢉͱͯ͠ఆࣜԽɺྑ͍ऩଋੑ • GibbsNet: Iterative Adversarial Inference for Deep Graphical Models ಉ࣌֬ ͷϞσϦϯά 56 -
Ҏ߱ͷ ݸਓతʹ໘ന͔ͬͨͷͱͯ͠ҎԼͷೋͭͷจΛհ • Dynamic Routing Between Capsules (CapsNet) • Deep
Sets CapsNet pooling ΛΑΓΑ͍ͷͱվળ͠Α͏ͱ͍͏ͷ Deep Sets ू߹Λೖྗͱͯ͠ѻ͑ΔϞσϧΛ࡞Δͱ͍͏ͷ 57 -
CapsNet: ϞσϧʢMNIST༻ʣ σʔλͷಛؒͷؔੑΛΑΓଊ͑ΔͨΊʹ neuron ΛϕΫτϧԽ Լਤͷ PrimaryCaps ͷ 8 ͱ
DigitCaps ͷ 16 ͕Χϓηϧ࣍ݩ Ref: https://arxiv.org/abs/1710.09829 58 -
CapsNet: Χϓηϧͷೖग़ྗ ग़ྗ (খ͍͞ͷΛ௵͢): ೖྗ ( 1ͭલͷग़ྗ): ͜͜Ͱ back
prop. Ͱֶश͞ΕΔॏΈͰɺ Կ͔͠ΒͰఆΊΔΧϓηϧؒ݁߹ 59 -
CapsNet: ݁ہΧϓηϧͰԿ͕͔ͨͬͨ͠ͷ͔ʁ • ҙࣝ pooling ʹ͓͚Δใͷࣦ • ࠷େͷ routing ͔Β
entity ͷؔΛߟྀ͢Δͷ֦ு • ϕΫτϧ֦ுʹΑ͖ͬͯใͰ entity ؒͷ alignment Λදݱ • ͜ΕʹΑͬͯෆมੑͰͳ͘ՁੑΛ࣋ͨͤΔ͜ͱΛࢼΈͨ routing algorithm ҰͭͷಛఆͷΞϧΰϦζϜʹ͗͢ͳ͍ Χϓηϧࣗମ2011ʹ ͜ͷจ Ͱಋೖ͞Ε͍ͯΔ ͜ͷจ: http://www.cs.toronto.edu/~fritz/absps/transauto6.pdf 61 -
CapsNet: తؔ Ϋϥε ʹର͢Δ margin loss ΛҎԼͰఆٛ ͜͜Ͱɺ Χϓηϧग़ྗͰ ೖྗ͕Ϋϥε
ͳΒ 1 ΛऔΔ ଞύϥϝλͰ 62 -
CapsNet: ྨ࣮ݧ MultiMNIST MNIST ը૾Λ2ͭΈ߹Θͤͯ multi-label Λղ͘ Baseline ܭࢉίετ͕ಉఔͷ
CNN (ύϥϝλ4ഒ͘Β͍) Ref: https://arxiv.org/abs/1710.09829 65 -
CapsNet: multi digit ͷ࠶ߏங࣮ݧ R: reconstruction, L: label, P: prediciton
ࠨ: ྑ͍ྫ, த: RͰ͑ͯҧ͏ࣈΛ͏ྫ, ӈ: ༧ଌΛؒҧ͑Δྫ 66 -
Deep Sets : Ϟσϧ ஔෆมͱஔಉ૬ͱ͍͏֓೦ʹجͮ͘ϞσϦϯά ͜͜ ʹॴײΛॻ͍͍͕ͯͨɺ໘ന͍͚Ͳจͷઆ໌ͪͱෆ Ref: https://www.facebook.com/nipsfoundation/videos/1555553784535855/, ͜͜:
https://github.com/yoheikikuta/paper-reading/issues/6 67 -
Deep Sets : Ϟσϧ (Cont'd) తؔΛ࡞Δʹ ͕ཁٻ͞ΕΔͱ͍͏ҙຯʁ ॱ൪ʹґΒͳ͍ྔΛ࡞Ζ͏ͱࢥͬͨΒɺφΠʔϒʹՃࢉ ࣮ࡍͦΕਖ਼͘͠ɺੑ࣭Λյ͞ͳ͍ൣғͰม ͕ڐ͞ΕΔ
ڵຯͱͯ͠ਂֶशͷߏͰͦΕ͕࡞ΕΔ͔ʁ → ͑ yes Ͱ Λҙଟ߲ࣜΛۙࣅ͢Δؔͱ͢Δ 69 -
Deep Sets : Ϟσϧ (Cont'd) ஔಉ૬ͷ NN ͷϞσϧ ͷߏஙํ๏ ͜ͷ
ͷཁૉஔରͰɺಛྔ࣍ݩ͕ ͷ߹ʢ֦ுՄʣ Ref: https://arxiv.org/abs/1703.06114 70 -
Deep Sets : ࣮ݧ ໘ന͍ͷ৽͍͠λΠϓͷ࣮ݧ͕Ͱ͖Δͱ͍͏ • ೖྗσʔλͷΛܭࢉ • ޫใ͔ΒۜՏͷํภҠΛࢉग़ •
gaussian ͔Βੜͨ͠σʔλͰΤϯτϩϐʔͳͲΛଌΔ • point cloud ͷྨɺू߹ͷ֦ுɺset anomaly detectionɺ... 71 -
Deep Sets : ۜՏͷ࣭ྔ͔ΒํภҠͷग़ྗ͢Δ࣮ݧ ۜՏΫϥελʹෳۜՏ͕ଘࡏɺͦΕͧΕʹޫใ (17࣍ݩ) ֤ΫϥελΛ set ͱͯ͠ɺํภҠΛࢉग़ (Ӊతʹॏཁ)
※oral ൃද࣌ʹ 0.019 ͱݴ͍ͬͯͨͷͰڪΒ͘ޙͰվળ Ref: https://arxiv.org/abs/1703.06114 73 -
Deep Sets : set anomaly detection ͷ࣮ݧ CelebAͰ࣮ݧɺtest Ͱ 75%
ͷਫ਼ʢஔಉ૬ͳͩ͠ͱ 6.3%ʣ Ref: https://arxiv.org/abs/1703.06114 74 -
·ͱΊ • ਂֶशͷ͍ͱͲ·Δ͜ͱΛΒͳ͍ • ൚ԽੑೳɺGANऩଋੑɺ৽ͨͳϞσϧͷํੑɺʹؔͯ͠հ • τϐοΫਂ͘͘ͳΓɺ࣮ʹڵຯਂ͍ • ൚ԽੑೳͷΑ͏ͳجૅతͳτϐοΫʹ࠶ •
ผྖҬͱަΘΔ෦͕େ͖͘ͳΓ৽ͨͳଆ໘͕ग़͖͍ͯͯΔ 77