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@inproceedings{Fukshansky2015112014WZ, title={1-1-2014 Well-Rounded Zeta-Function of Planar Arithmetic Lattices}, author={Lenny Fukshansky}, year={2015} }

- Published 2015

We investigate the properties of the zeta-function of well-rounded sublattices of a fixed arithmetic lattice in the plane. In particular, we show that this function has abscissa of convergence at s = 1 with a real pole of order 2, improving upon a result of Stefan Kühnlein. We use this result to show that the number of well-rounded sublattices of a planar… CONTINUE READING

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