Math help on Complex Numbers, Power Series, Radius of Convergence, Ratio test, Complex Differentiation, Holomorphic Maps, Meromorphic Maps; Removable, Essential singularities; Poles; Residues, Cauchy-Riemann equations, Schwarz reflection principle, Analytic extensions, Schwarz lemma, Harmonic functions on My Math Forum.
Math problems in Complex Analysis
by capea » Sun Dec 11, 2011 5:30 pm
someone could to show how to demostrate the semiconvergent following sequences
^m=\frac{1-e}{2 (-2+\text{Sinh}[1])})
and
^m \text{Log}\left[\frac{1}{2}+m\right]=\text{Log}\left[\frac{\sqrt{2} \text{Gamma}\left[\frac{5}{4}\right]}{\text{Gamma}\left[\frac{3}{4}\right]}\right])
thanks
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