34 



JULIUS KRÄMER, 



rt«"' 



„(29) 1 /jl-0 _0/j ^(4) 



^Zss 2 '^2.0-0 Hl 



y.3b 2 -^2-0-l T^2-^2-0-l 'i34 



Ermittlung der Koef ficienten koordiniert in Q. 



1 -'-^4'0-0 

 '^1 2 ^2.0.0+ 2 ^-'-6-0-0+^2.0-O~'J^6-0-O 



n = 



K" - 



-^2-l-() 

 2 •^4-l-0 

 2 ^4-0-0 



= —SA 



2-0-1 



9. -^n.n.i 2 



+1-1-0 

 4-0-1 



■2^ro.i 



2 ^-^4-0-0 



1 Jl-O 



2 -^-^e-o-o 



-3^.0-0 = r 



T == 



T — 



6-1-0 



1 ^7.v.r + i ^^i.r + ^Ä-i, - 4^-,„ + 3^3.,,., 



1 /|l-0 ^(2) 



2 ^-^4-0-0 '2 



1 /II-" 4-^^ = .,(!)_ „(4) 



2 2 0-0 2-0-0 '1 '2 



-^"-0-1 



1 ^-i-i-o 



2 ^4-0-1 



I 1 J-l-l-' 

 2 ^^8-0-1 



1_ /l 1-0 _ 

 2 ^4-0-0 



'5 2 -^2-0-0 ~ "^2 



Ermittlung der j)-Koefficienten. 



1 ■Ri-o . 



2 -"2-ü-O 



P7 



-'-^0-0-0 



+hSl::.o-^B,.,., = Bii,+pf 



Pf = 





Pf = 



^7-1-0 





2-^0-1-0 2 -'-'4-1-0 '^-'-'4-1-0 1 2 -^-^4-0-0 



Pf = 



^B;-^o'+iJ^7!.'o'+B;\.-SBz\,+^B, 



Pf = 



■^0-0-0 



pT = 



2 ■'-'2-0-0 Vi 



Pf = 



1 _7?'-» _ 7? — <r)<» 



2 -^2-0-0 -'-'2-0-0 -fo 



Pf- 



KL = Pf 



pf = 



Jß-l 



-^2-0-1 



Pf = 



Kl. 



pf = 



2 -'-'0-0-1 2 -^4-0-1 ^-'-'4-0-l 



pf = 





Pf = 



j51-0 ^ (2) 



Pf = 



2 -'-'2-0-0 — ri 



pr = 



1 ^1-0 _Jß _ ^(U 



2 -"2-0-0 ■"2-0-0 ro 



Pf = 



B' " - 



■"o-o-o 



Pf 

 Pf 



-"o-i-o 



1 Tl-H-1-0, 1 Ta-l-l-0_ 73-1-1 __g-l J_37? 



2 ■'-^2-1-0 2 -'-'2-1-0 -"2-1-0 ^"2-1-0 4 -"2-0-0 



2 -"2-0-0 



1 15»« —2B 



2 -'-'4-0-0 ^-"4-0-0 



Pf 



B^' 



■"o-o-i 



Pf = ^Bt^r + hKir-Kl.-SZ. 



pf = iBi:.„ = ^f 



2:^4-0-0 = Pf 



1^2 — 2 -'-'4-0-0 



