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Over convergent modular sheaves and modular forms for GL2/F Fabricio Andretti Adrian Io vita Glenn Stevens November 7, 2012, Contents 1 Introduction 2 2 The Hodge-Tate sequence for Abelian schemes
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What is overconvergent modular sheaves and?
Overconvergent modular sheaves are a mathematical concept used in algebraic geometry to study properties of moduli spaces of sheaves on algebraic varieties.
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Researchers, mathematicians, and scientists working in the field of algebraic geometry are typically the ones required to work with overconvergent modular sheaves.
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They are filled out by providing detailed mathematical definitions, properties, and constructions related to overconvergent modular sheaves.
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The purpose is to refine our understanding of the geometric objects and spaces involved in algebraic geometry, leading to new insights and breakthroughs in the field.
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Information such as definitions, properties, constructions, and important results related to overconvergent modular sheaves must be reported.
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