Eisenstein degeneration of Euler systems
Published in:
- Journal für die reine und angewandte Mathematik. - 2024, vol. Published online August 2024, print version to appear
English
We discuss the theory of Coleman families interpolating critical-slope Eisenstein series.
Weapply it to study degeneration phenomena at the level of Euler systems. In particular, this allows us to prove relations between Kato elements, Beilinson–Flach classes and diagonal cycles, and also between Heegner cycles and elliptic units. We expect that this method could be extended to construct new instances of Euler systems.
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Classification
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Mathematics
- Other electronic version
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Arxiv version
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License
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CC BY
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Open access status
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gold
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Persistent URL
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https://n2t.net/ark:/51647/srd1329210
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