Revision history of "Integral of (1+bt^z)^(-y)t^x dt = (1/z)*b^(-(x+1)/z) B((x+1)/z,y-(x+1)/z)"

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  • (cur | prev) 21:03, 3 March 2018Tom (talk | contribs). . (717 bytes) (+82)
  • (cur | prev) 23:45, 24 June 2017Tom (talk | contribs). . (635 bytes) (+635). . (Created page with "==Theorem== The following formula holds for $z>0$, $b>0$, and $0 < \mathrm{Re} \left( \dfrac{x+1}{z} \right) < \mathrm{Re}(y)$: $$\displaystyle\int_0^{\infty} (1+bt^z)^{-y} t^...")