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Showing 1 to 1 of 1 for “"theta correspondence"”.

  1. An Arithmetic-geometric Reciprocity between Theta Functions Attached to Real and Imaginary Quadratic Fields

    We use the theta correspondence to construct classical holomorphic modular forms associated to ideal classes in quadratic number fields. These modular forms are theta functions that were originally introduced by Hecke in the 1920s andhave been investigated by several authors since. Our framework …

    toronto-retro Repository record for An Arithmetic-geometric Reciprocity between Theta Functions Attached to Real and Imaginary Quadratic Fields (opens in a new tab)