By Wolfgang Gröbner, Nikolaus Hofreiter
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Additional resources for Bestimmte Integrale
L~,e#~ .. )
1-i2 )~~~ +(1-li)~f +~E =0. X= 9a) iy ,9a). (I24t26e)_; 9b) 10a) 10b) 10c) 10d) (8). *>Kann durch Differentiation nach t und~ bestätigt werden; es gilt: olT ll [ ECi) J ol = i'"+~ -n(~,l) + 1-i-2 ) ;! ) K<*-)] . **) Durcn Entwicklung des Integranden nach Potenzen von 11. mt)~! _3~1T = o, (m) 2~(1+~)(1l+~) ~~ u~ +(8~ t31t'-t13~2+8~l2)~2'JI+4C1+4~+1li~1T +2TT =0. ) -q (1+~)(~2+~) (cp,TG J tu . V-Q ~ > --r <-7(. wn. ~ v-k~q 13a) 2, -1 R"2 +K+ 1 ~(_'(1 s-1 +~<+1 2 n \ I- n-1 )- n+21<. s' I 2 2 ' cx I 16a) 16b) 1t) (16).
Bestimmte Integrale by Wolfgang Gröbner, Nikolaus Hofreiter
R"2 +K+ 1 ~(_'(1 s-1 +~<+1 2 n \ I- n-1 )- n+21<. s' I 2 2 ' cx I 16a) 16b) 1t) (16).