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OCR: 1) First De Jong Function (sphere) x) €[-5.42. 6.12] The minimum is f, (0)=0 2) Second DeJong function (Bosenbrock's saddle) x, €[-2.048, 2.048] The minimum is f ( 1)=0 3) Third DoJong function (step) 5(x)=30 + >floor(x); x, €[ 5.12, 5.12] The minimum is ( (-5-1)=0 where = = [0,0.12] 4) Modified fourth DeJong function (quartic) 400-EX1 . (+)+70; x -1.28, 1.28] The functional minimum is f.(0)-30 . Em]-15, where 15mn] is the expectationof the random vahable'n which is uniformly distributed in the interval [0, 1] 5) Fifth DeJong function (Shekel's Foxholes) * * [-65.536, 65.536] 0.0024 Šwith al={ 32 ,- 16,0,16.32} for i= 0,1,2,3,4 As well as a ,, = [-32 - 16,0,16,32) for i=0.5,10,15,20 and 4,Fant k=1,2,3,4 The global minimum for this function is f;( 32 ,- 32)-0.998004. Figure 6: Dejong test bed.