Elliptic Curves and Arithmetic Invariants

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Focusing on Shimura varieties, this book delves into essential topics such as the significance of arithmetic invariants and the special values of L-functions. It explores elliptic curves in both complex and p-adic fields, discusses Hecke algebras, and examines elliptic and modular curves over rings. The comprehensive coverage makes it a valuable resource for understanding these advanced concepts in algebraic geometry and number theory.