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Classical and Over convergent Modular Forms Robert F. Coleman Department of Mathematics University of California at Berkeley The purpose of this article is to use rigid analysis to clarify the relation

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What is classical and overconvergent modular?

Classical and overconvergent modular forms are mathematical objects that arise in the study of modular forms and their properties.

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To work with classical and overconvergent modular forms, one must have a strong background in number theory, algebraic geometry, and modular forms theory.

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Information reported on classical and overconvergent modular forms could include coefficients, properties, and relationships between different modular forms.

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