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2020-01-28
The Heat Equation on the Finite Poincar\'e Upper Half-Plane
M. R. DeDeoElinor Velasquez
文献摘要
A differential-difference operator is used to model the heat equation on a finite graph analogue of Poincar'e’s upper half-plane. Finite analogues of the classical theta functions are shown to be solutions to the heat equation in this setting.
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