Height zeta functions on generalized projective toric varieties.

Driss Essouabri 1
1 CTN - Combinatoire, théorie des nombres
ICJ - Institut Camille Jordan [Villeurbanne]
Abstract : In this paper we study the analytic properties of height zeta functions associated to generalized projective toric varieties. As an application, we obtain asymptotic expansions of the counting functions of rational points of generalized projective toric varieties provided with a large class of heights.
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Submitted on : Sunday, February 16, 2014 - 7:29:51 PM
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  • HAL Id : hal-00947520, version 1


Driss Essouabri. Height zeta functions on generalized projective toric varieties.. Contemporary mathematics, American Mathematical Society, 2012, 566, pp.P. 65-98. ⟨hal-00947520⟩



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