De aeqxjat. algebricis 477 



A=(/»n,1) 



C={fin,2hJr1) 



D=(An,3^-Hl) 



etc. 



B'=(2A«, h +2)—{hn,1) {Im,h-h1) 



C'=(2/i«,2A+2)— (/*«,1)(An,2A-+-1) 



(//;»Aj2lX^«A-t-1) 

 _ _ 



D'=(2A«,3/i+2)— (//n,1)(//«,3A+1) 



— (A«,A-Hl)(A«,2/*+1) 

 etc. etc. 



A"=( 3 h n, Z)~{hnAXUn,l)J^!^^'^2l!} 



B"=(3 /. n, h-^. Z)-(hnA )(2/m.;.+2)+ ^^^"'^ ^^^"'^ ^^^"-^+^i 



— (/m,A+1)(2/m,2) 

 C"==(3An,2W)-(A.,1)(2/m,2^+2)+^^'"-^^^^'"-^^^^"'^^^+^). 



_(An,A+1 (2^«,A+2)+^^-^ffl^:^±^fc^±l) 

 -(/m,2/i-Hl)(2Aw,2) 

 D"=(3/m,3^4-3)-(^n,1)(2/m,3/,+2)+(i±l)^'''"'''^^'"'^^'-^^) 



2 



— (//n,/<-+-1 )(//2/i,2//+2)-f<;m,1 )(;m,/i-f-1 ym,2//-t-1 ) 



-(/.n.2/.+1(2/..,A+2C-H^^"'^^^^^^"-^--^^>"^-'^+^^ 



—{hn,Zh-\-\Xlhn,2) 

 etc. etc. etc. 



