440 



(55) 



Pi' t> 



-Jî<fa» + 1- Or)\ i_ 



(56) 



xmd 



(57) C-- 



Y7\'\\7. n — ce,) 

 I»-' 



n r (p„- K .)' 



-JT(pa + I-p,.) >—l,2,...^l 



p x = i ; s = 1,2,... n . 



[ 



f(a 



1,2,. ..n-1 



(58) 4=e m Spi 



Xp,-?a) n' I^+J-a^) r = l,2,...n 



j7|T(a 1 +;Z-a fl 



Vp p. — ^a'OCfA 

 11 — i M,'-* 



S ,' -, Pl = l,»=i,2,...n. 



Die S ubstitutionsdeter minante der Coëfficienten c„ ist: 



(59) D = 





C„i - c„ 



_ | I (?» - ? v ) ) [ J - < v - (ft V = 1, 2, . . . « J) 



~[ - ï(a, l --a v ). ; x<.v.(a.v = i ; 2 ; ...w) 



Die zu den Elementen c„ gehorigen Unterdeterminanten sind: 



c„=(-iy 



(60) 

 und 



r( f ,.+i - piQrTTQx. - au) \r\\? VL - pv),j*<v,(j*,=i,2,-...n-i) 



r(x s +ï-p^)|' | r^-a^) prj / («(i-° r -v),( A < v '(h = 1,2, ...n) 



pi = i, 



r = l,2,...n-l 

 B = l,2,...n. 



C ua = (~~l)""e' r ''{ v. 



(61) 



^ nrc«.+i- P|X ) 

 fi (Pj* ~Pv) l J - < v ; (f* > v== *> 2 > ■ • ■ " ~^ 



' fTf'C*^ - a v ), a < v , ((* , v = 1, 2, . . . m) 

 Pj = 1 . s = 1, 2,... n . 



Q 



und der Ausdruck £ (r>s = l,2,...n) giebt 4 in der Form (57) 

 beziehungsweise (58). 



