Ko = — 



(27) 

 F(j-i)^r</.--(0,2)K«— {1,2)K, 



(2, 2) 



Formules relatives à la dèlerminalion du terme F (.x). K3M ^(x). 



(0, 0) = S [F {œdf. xl (0, 6) = 2 [F {xi^f. xf, 



(1,4) = (0,3) -6, (0,4), (1,5) = (0,6) -6,(0,5), 



(2, 5) = (1,4) -6, (1,3) -«,(0,5), (2, 4) = (1,5) -6,(1, 4) -«,(0,4), 

 ^ (2,2) 

 (1,1) 



'' (2,2) (1,1) 



K,= 



(5, 5) = (2, 4) -6,(2,0) -«3 (1,5), 

 2F (Xi) xUii - (0, 5) Ko — (1 , 5) K, - (2, 5) K, 



(•■5, 5) 



y'3 {x) = {x~ 63) n-, {x) — a.'^\ {x) , 

 2f/^ = 2d| - (3, 3) K-^ 



Formules relatives à la détermination du terme F (x). K^M; (x). 



K = 



(A- 1,A)K). 



(A, A) 



