On p-adic L-functions for GSp(4) x GL(2)
UniDistance Suisse
Published in:
- Pacific J Math. - 2025, vol. 335, no. 2, p. 373–400
English
We use higher Coleman theory to construct a new p-adic L-function for GSp4 ×GL2. While Loeffler et al. (2021) had considered the p-adic variation of classes in the H2 of Shimura varieties for GSp4, here we explore the interpolation of classes in the H1, which detect critical values for a different range of weights, disjoint from the range covered by this earlier construction. Using the algebraicity result established in our earlier work (Loeffler and Rivero 2024) we further show an interpolation property in terms of complex L-values.
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Mathematics
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Arxiv preprint
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CC BY
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hybrid
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ARK
ark:/51647/srd1331761
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https://n2t.net/ark:/51647/srd1331761
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