YOLOSWEGsdf
1
minφ ( x ( t f ) ,t f ) + ∫ t 0 t f (x ( t ) ,u ( t ) ,t) dt a ( t ) ≤x ( t) ≤b ( t ) , c ( t ) ≤u ( t) ≤d ( t) , tϵ [ t 0 ,t f ] ( Y t Y t ( i ) ( i ) ) = ( ( i) ⋮ ❑ X ( i) ⋯ ⋯ ⋯ ❑ Y ( i ) ⋮ ❑ XY ( i) ) ( X t X t ( i ) ( i ) ) + ( ε t 1 ⋮ ε tm ) ln ( CONS PUB ) − 2,0 (−7,09 ) + 1,14 ln ( PUBEXP) ( 38,84 ) + 0,3 D 02 ( 5,2) + 0,29 D 03 ( 5,16 ) Consumator i B 1 B 2 B 3 Disponibil de produs Furnizori A 1 40 4 2 5 50 10/- 10 A 2 1 6 3 60 10/- A 3 f 0 0 60 0 60 Cerere 40 60 70 170\170 50/- 60/-
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Transcript of YOLOSWEGsdf
minφ (x (t f ) , t f )+∫t0
tf
(x (t ) ,u ( t ) , t )dt
a (t )≤ x (t )≤b ( t ) ,
c (t )≤u (t )≤d (t ) ,
tϵ [ t 0 , t f ]
(Y tY t (i)(i))=( ( i ) ⋮ ❑X (i )⋯ ⋯ ⋯
❑Y ( i ) ⋮ ❑XY (i ))( X tX t (i)(i))+(εt1⋮εtm)ln (CONSPUB )− 2,0
(−7,09 )+1,14 ln (PUBEXP )
(38,84 )+0,3D 02
(5,2 )+0,29D 03
(5,16 )
ConsumatoriB1 B2 B3
Disponibilde produsFurnizori
A140
4 2 550 10/-
10
A21 6 3
60 10/-
A3f
0 0
60
060
Cerere 40 60 70 170\17050/- 60/-
