Kim Klinger-Logan

activity

20172025

most citedDifferential equations in automorphic forms

2 citations · 3 across the 10 of their papers we have counts for

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math.NT2022★ 1 cited

The $D^{6} R^{4}$ interaction as a Poincaré series, and a related shifted convolution sum

Kim Klinger-Logan, Stephen D. Miller, Danylo Radchenko

We complete the program, initiated in a 2015 paper of Green, Miller, and Vanhove, of directly constructing the automorphic solution to the string theory $D^{6} R^{4}$ differential equa…

math.NT2022

Whittaker Fourier type solutions to differential equations arising from string theory

Ksenia Fedosova, Kim Klinger-Logan

In this article, we find the full Fourier expansion for the generalized non-holomorphic Eisenstein series for certain values of parameters. We give a connection of the boundary con…

The D6R4 interaction as a Poincaré series, and a related shifted convolution sum

Whittaker Fourier type solutions to differential equations arising from string theory

The $D^{6} R^{4}$ interaction as a Poincaré series, and a related shifted convolution sum