A series of secants Jordan Bell Department of Mathematics, University of Toronto November 3, 2014 Let H = {τ ∈ C : Im τ > 0}. Define C : H → C by - Fourier series - Document - PDFSEARCH.IO

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	A series of secants Jordan Bell Department of Mathematics, University of Toronto November 3, 2014 Let H = {τ ∈ C : Im τ > 0}. Define C : H → C by Add to Reading List Document Date: 2014-11-04 13:22:14 Open Document File Size: 208,73 KB Share Result on Facebook Company F S a / / / Facility University of Toronto November / / Organization Department of Mathematics / University of Toronto / / Person Jordan Bell / / SocialTag Exponentials Hyperbolic function Hyperbolic geometry Fourier transform Symbol Methods of contour integration Mathematical analysis Mathematics Analytic functions

A series of secants Jordan Bell Department of Mathematics, University of Toronto November 3, 2014 Let H = {τ ∈ C : Im τ > 0}. Define C : H → C byAdd to Reading List