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Whittaker Fourier type solutions to generalized Eisenstein series

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NC2W02 - Crossing the bridge: New connections in number theory and physics

In this talk, we discuss the full Fourier expansion for the generalized non-holomorphic Eisenstein series for certain values of parameters.  We give a connection of the boundary condition on such Fourier series with convolution formulas on the divisor functions. Additionally, we discuss the possible relation with the Picard-Vessiot theory. This is a joint work with Kim Klinger-Logan

This talk is part of the Isaac Newton Institute Seminar Series series.

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