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Showing 1 to 2 of 2 for “"Hilbertsche Modulform"”.
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Lineare Unabhängigkeit von Hermiteschen Modulformen
In the theory of modular forms it is desired to be able to validate the linear independance of modular forms by calculation. Normally, this is done by the calculation of the Fourier coefficients of the modular forms. In general, no exact bounds are known for the number of Fourier coefficients that …
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Hilbert modular forms for the fields Q( 5), Q( 13) and Q( 17)
More than a 100 years ago David Hilbert gave his drafts of a new type of functions of several complex variables to his student Ludwig Otto Blumenthal, who made them the foundation of his Habilschrift "Über Modulfunktionen von mehreren Veränderlichen". Hilbert had investigated both the theory of …