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False Start Detection in Elite Athletics

Kevin Brosnan
October 18, 2016

False Start Detection in Elite Athletics

Short Informal Mathematics (SIM) Talk given within the department at the University of Limerick

Kevin Brosnan

October 18, 2016
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  1. Fa l s e - St a r t D

    e t e c t i o n i n E l i t e At h l e t i c s K e v i n B r o s n a n , U n i v e r s i t y O f L i m e r i c k S I M T a l k , 1 8 t h O c t o b e r 2 0 1 6
  2. O u t l i n e … • Background

    • Rule Changes • Exploratory Analysis • Modelling • Results • Outputs
  3. R u l e C h a n ge s

    … 1998 2004 2010 2016 Individual Warning
  4. R u l e C h a n ge s

    … 1998 2004 2010 2016 Individual Warning
  5. R u l e C h a n ge s

    … 1998 2004 2010 2016 Individual Warning
  6. R u l e C h a n ge s

    … 1998 2004 2010 2016 Individual Warning
  7. R u l e C h a n ge s

    … 1998 2004 2010 2016 Individual Warning Group Warning
  8. R u l e C h a n ge s

    … 1998 2004 2010 2016 Individual Warning Group Warning
  9. R u l e C h a n ge s

    … 1998 2004 2010 2016 Individual Warning Group Warning
  10. R u l e C h a n ge s

    … 1998 2004 2010 2016 Individual Warning Automatic Disqualification Group Warning
  11. R u l e C h a n ge s

    … 1998 2004 2010 2016 Individual Warning Automatic Disqualification Group Warning
  12. E x p l o r a t o r

    y … 2,310 1,007 1,303
  13. E x p l o r a t o r

    y … 2,310 1,007 1,303
  14. M o d e l l i n g …

    f ( RT|µ, , ⌧ ) = 1 ⌧ exp nµ ⌧ + 2 2⌧2 RT ⌧ o ✓RT µ 2 ⌧ ◆
  15. M o d e l l i n g …

    f ( RT|µ, , ⌧ ) = 1 ⌧ exp nµ ⌧ + 2 2⌧2 RT ⌧ o ✓RT µ 2 ⌧ ◆ µ = 400, = 100, ⌧ = 0
  16. M o d e l l i n g …

    f ( RT|µ, , ⌧ ) = 1 ⌧ exp nµ ⌧ + 2 2⌧2 RT ⌧ o ✓RT µ 2 ⌧ ◆ µ = 400, = 100, ⌧ = 0 µ = 400, = 100, ⌧ = 0 µ = 0, = 0, ⌧ = 150
  17. M o d e l l i n g …

    f ( RT|µ, , ⌧ ) = 1 ⌧ exp nµ ⌧ + 2 2⌧2 RT ⌧ o ✓RT µ 2 ⌧ ◆ µ = 400, = 100, ⌧ = 0 µ = 400, = 100, ⌧ = 0 µ = 0, = 0, ⌧ = 150 µ = 400, = 100, ⌧ = 0 µ = 0, = 0, ⌧ = 150 µ = 400, = 100, ⌧ = 50
  18. M o d e l l i n g …

    f ( RT|µ, , ⌧ ) = 1 ⌧ exp nµ ⌧ + 2 2⌧2 RT ⌧ o ✓RT µ 2 ⌧ ◆ µ = 400, = 100, ⌧ = 0 µ = 400, = 100, ⌧ = 0 µ = 0, = 0, ⌧ = 150 µ = 400, = 100, ⌧ = 0 µ = 0, = 0, ⌧ = 150 µ = 400, = 100, ⌧ = 50 µ = 400, = 100, ⌧ = 0 µ = 0, = 0, ⌧ = 150 µ = 400, = 100, ⌧ = 50 µ = 400, = 100, ⌧ = 150