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Creators/Authors contains: "Rapoport, Michael"

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  1. ; (, Algebraic Geometry)
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  2. ; ; (, manuscripta mathematica)
    Abstract We define Hecke correspondences and Hecke operators on unitary RZ spaces and study their basic geometric properties, including a commutativity conjecture on Hecke operators. Then we formulate the arithmetic fundamental lemma conjecture for the spherical Hecke algebra. We also formulate a conjecture on the abundance of spherical Hecke functions with identically vanishing first derivative of orbital integrals. We prove these conjectures for the case$$\textrm{U} (1)\times \textrm{U} (2)$$ U ( 1 ) × U ( 2 ) . 
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  3. ; (, Cambridge journal of mathematics)
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  4. ; ; (, Journal de l’École polytechnique — Mathématiques)
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  5. ; ; ; ; (, Asterisque)
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