— 155 — 

 <^(-g+3, 4, g, X, _yx^+^)-rK-s+2, 4, s, X, -yx^+0 



(g=-oo) (g=cx:) 



== -yx3(l-x^).r/)(-g+3, 5, g, x, ->'x^+^) 



(g:=OC) 



u. s. f. 



Daraus ergiebt sich 



f/^(— g, 2, g,x, — yxs+i) 

 (g=^) 



'p(—s, 1, g; X, — yx'^+') 



(g=OC) 



i_y^ 



yx(l-x^) 

 1_^ 



^ , yx2(l-x3) 



yx*» 



~l+yx^^O-x*). y(-g+3, 5, g, X, -yx^+') 



(g=<^) 



y(-g+3,4,g,x,-yx''+0 

 2) Es ist 



fpi-s+h h s, X, -}^^+0 - 'pi—s, h 8N X; ~yx'+') 



(g=00) (g=OC , 



- -yx(l-xj.ry.(-g+l, 2, g, X, -yx=-+^). 



(g=OÜ) 



Ferner findet man: 



r/.(-g+l, 2, g, X, -yx^+i)-r/^(-g+l, 1, g, X, -yx^+') 



(g=OC) (g=^) 



= yx^r^(-g+2, 2, g, x, -yx^+i), 



r/)(-g+2, 2, g, X, _yx^+^)-r/^(-g+l, 2, g, X, -yx^+^) 

 - ~yx2(l-x2).r^(-g+2, 3, g, X, -}T^^+^), 



r^(-g+2, 3, g, X, _yx-+i)-r^(-g+2, 2, g, X, -yx^-i) 



(g=00) (g-^) 



-= yx5.r/)(-g + 3, 3, g, X, -JX^+'\ 



