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Central values of L-functions over CM fields | Hui Xue
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10 Nov 2005 | Subject: | Number Theory | Abstract: | In the paper we prove an explicit formula for the central values of certain Rankin L-functions. These L-functions are L-functions of Hilbert newforms over a totally real field F, twisted by unitary Hecke characters of a totally imaginary quadratic extension of F. The formula generalizes our former result on L-functions twisted by finite characters. It also eliminates the restriction on ramifications of Popa’s paper. | Source: | arXiv, math/0511274 | Services: | Forum | Review | PDF | Favorites |
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