Change Your History How Can Soccer Knowledge Improve Your Business Processes?

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1 Symposium Inuurl Lctur o Hjo Rijrs, VU, Chn Your History How Cn Soccr Knowl Improv Your Businss Procsss? Wil vn r Alst TU/ n DSC/

2 1970 born Oostrbk CS TU/ TS TU/ NLR Accntur Bkknist PhD TU/ UD+ TU/ HGL TU/ Prcptiv HGL VU

3

4 Prormin oprtionl procsss is lik plyin soccr Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

5 control-low Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

6 rsourcs Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

7 procss mnmnt Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

8

9 Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

10 Chrls Rp Win commnr Crt th irst comprhnsiv nottionl nlysis systm or soccr on 18 Mrch 1950 Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

11 Skill n Chnc in Assocition Footbll, C. Rp n B. Bnjmin Journl o th Royl Sttisticl Socity. Vol. 131, No. 4 (1968), pp Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

12 Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

13 Wv by Inostr Sports & TU/ (Mrijn Grootjns) Spin-Nthrlns (Worl Cup 2014) Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

14 Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

15 SAP s Mtch Insihts (bs on HANA 5000 t points pr scon) Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

16 Ar w nlyzin our mtchs proprly in BPM? Discovr m, nlyz m,

17 Strtin point or procss minin: Evnt t stunt nm cours nm xm t mrk Ptr Jons Businss Inormtion systms Sny Scott Businss Inormtion systms Brit Whit Businss Inormtion systms John Anrson Businss Inormtion systms Sny Scott BPM Systms Brit Whit BPM Systms Sny Scott Procss Minin Brit Whit Procss Minin John Anrson Procss Minin cs i ctivity nm timstmp othr t Wil vn r Alst & TU/ (us only with prmission & cknowlmnts) vry row is n vnt (hr: n xm ttmpt)

18 Anothr vnt lo: ptint trtmnt ptint ctivity timstmp octor cost 5781 mk X-ry Dr. Jons bloo tst Dr. Scott bloo tst Dr. Scott bloo tst Dr. Scott CT scn Dr. Fox surry Dr. Scott hnl pymnt Crol Hop rition thrpy Dr. Jons rition thrpy Dr. Jons cs i ctivity nm timstmp rsourc othr t Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

19 Anothr vnt lo: orr hnlin orr numbr Wil vn r Alst & TU/ (us only with prmission & cknowlmnts) ctivity timstmp usr prouct quntity 9901 ristr orr Sr Jons iphon5s ristr orr Sr Jons iphon5s ristr orr Sr Jons iphon4s chck stock Pt Scott iphon5s ship orr Su Fox iphon5s chck stock Pt Scott iphon4s hnl pymnt Crol Hop iphon5s chck stock Pt Scott iphon5s cncl orr Crol Hop iphon5s 2 cs i ctivity nm timstmp rsourc othr t

20 Simpliyin vnt los whn ocusin on control-low orr numbr Wil vn r Alst & TU/ (us only with prmission & cknowlmnts) ctivity timstmp usr prouct quntity 9901 ristr orr Sr Jons iphon5s ristr orr Sr Jons iphon5s ristr orr Sr Jons iphon4s chck stock Pt Scott iphon5s ship orr Su Fox iphon5s chck stock Pt Scott iphon4s hnl pymnt Crol Hop iphon5s chck stock Pt Scott iphon5s cncl orr Crol Hop iphon5s 2 [ ristr_orr, chck_stock,ship_orr,hnl_pymnt, ristr_orr, chck_stock,cncl_orr, ristr_orr, chck_stock, ]

21 Simpl vnt lo An vnt lo is multist o trcs (sm trc my ppr multipl tims). A trc is squnc o ctivity nms (w bstrct rom ll othr ttributs, but vnts r orr). Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

22 inuctiv minin

23 Split vnt los bs on ctivity lbls b c b c b c b c Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

24 Split {,b,c,,,,,h} into {,b,c,} n {,,} usin squnc composition b c b c b c b c Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

25 Rsult b c b c b c b c b c b c b c b c sq Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

26 Split {,b,c,} into {} n {b,c,} usin squnc composition b c b c b c b c sq Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

27 Rsult sq b c b c b c b c sq Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

28 Split {,,} into {} n {,} usin squnc composition sq b c b c b c b c sq Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

29 Rsult sq b c b c b c b c sq sq Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

30 Split {,} into {} n {} usin XOR composition sq b c b c b c b c sq sq Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

31 Rsult sq b c b c b c b c sq sq xor Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

32 Split {b,c,} into {b,c} n {} usin AND composition sq b c b c b c b c sq sq xor Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

33 Wil vn r Alst & TU/ (us only with prmission & cknowlmnts) Rsult sq sq sq xor b c b c b c b c pr

34 Wil vn r Alst & TU/ (us only with prmission & cknowlmnts) Split {b,c} into {b} n {c} usin XOR composition sq sq sq xor b c b c b c b c pr

35 Wil vn r Alst & TU/ (us only with prmission & cknowlmnts) Rsult sq sq sq pr b b b b c c c c xor no urthr composition is possibl

36 Procss tr b b c xor b c b c b c b c b c b c sq sq sq b c b c pr c strt b b c n xor strt c n Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

37 Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

38 Do w n mol? Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

39 How to o thins bttr? Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

40 Chn you history: Hih-lvl viw Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

41 Approch (joint work with Kith Low, Mo Wynn, Arthur tr Host, Jochn D Wrt, t l.) - W.Z. Low, J. D Wrt, M.T. Wynn, A.H.M. tr Host, W.M.P vn r Alst, n S. vnn Brouck. Cost-inorm lo nlysis. In 2014 IEEE Conrss on Evolutionry Computtion Procins, W. Z. Low, W. M. P. vn r Alst, A. H. M. tr Host, M. T. Wynn, J. D Wrt. Chn Visuliztions: Anlyzin th Rsourc n Timin Dirncs btwn Two Evnt Los Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

42 How shoul work b mov mon rsourcs? Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

43 Wht shoul b chn? Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

44 Erlir or ltr? Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

45 Wht shoul Spin hv on? Not tht most oprtionl procsss r much mor prictbl thn soccr! Wil vn r Alst & TU/ (us only with prmission & cknowlmnts)

46 Conclusion

47 Wil vn r Alst & TU/ (us only with prmission & cknowlmnts) S_BCAE 2II05 Coll 6 2II05 ( ) 3/20/2012 3/20/ /20/2012 3/20/ S_BCAE Tchnisch Inormtic 2II05 Brijsinormtisystmn S_BCAE 2II05 Coll 6 2II05 ( ) 3/20/2012 3/20/ /20/2012 3/20/ S_BCAE Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 1 2II05 ( ) 1/31/2011 1/31/ /31/2011 1/31/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 1b 2II05 ( ) 1/31/2011 1/31/ /31/2011 1/31/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 2 2II05 ( ) 2/14/2011 2/14/ /14/2011 2/14/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 2b 2II05 ( ) 2/14/2011 2/14/ /14/2011 2/14/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 3 2II05 ( ) 2/14/2011 2/14/ /14/2011 2/14/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 3b 2II05 ( ) 3/2/2011 3/2/ /2/2011 3/2/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 4 2II05 ( ) 3/2/2011 3/2/ /2/2011 3/2/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 4b 2II05 ( ) 3/2/2011 3/2/ /2/2011 3/2/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 5 2II05 ( ) 3/2/2011 3/2/ /2/2011 3/2/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05_15 2II05 ( ) 8/25/2010 8/25/ /25/2010 8/25/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05_17 2II05 ( ) 8/26/2010 8/26/ /26/2010 8/26/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05_18 2II05 ( ) 8/26/2010 8/26/ /26/2010 8/26/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05_19 2II05 ( ) 8/26/2010 8/26/ /26/2010 8/26/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05_20 2II05 ( ) 8/26/2010 8/26/ /26/2010 8/26/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05_21 2II05 ( ) 8/26/2010 8/26/ /26/2010 8/26/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05_22 2II05 ( ) 8/26/2010 8/26/ /26/2010 8/26/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05_23 2II05 ( ) 8/25/2010 8/25/ /25/2010 8/25/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05_23 2II05 ( ) 8/26/2010 8/26/ /26/2010 8/26/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05_24 2II05 ( ) 8/25/2010 8/25/ /25/2010 8/25/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 1 2II05 ( ) 1/31/2011 1/31/ /31/2011 1/31/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 1b 2II05 ( ) 1/31/2011 1/31/ /31/2011 1/31/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 2 2II05 ( ) 2/14/2011 2/14/ /14/2011 2/14/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 2b 2II05 ( ) 2/14/2011 2/14/ /14/2011 2/14/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 3 2II05 ( ) 2/14/2011 2/14/ /14/2011 2/14/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 3b 2II05 ( ) 3/2/2011 3/2/ /2/2011 3/2/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 4 2II05 ( ) 3/2/2011 3/2/ /2/2011 3/2/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn S_E4B0 2II05 Coll 4b 2II05 ( ) 3/2/2011 3/2/ /2/2011 3/2/ S_E4B0 Tchnisch Inormtic 2II05 Brijsinormtisystmn Goo cochs nlyz vry mtch ply: To lrn n to improv

48 procss minin t scinc procss scinc

49 soccr businss procsss

50 pst prsnt

51 Hjo Rijrs

52

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