DOI: 10.5821/dissertation-2117-347903
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Arithmetic applications of the Euler systems of Beilinson-Flach elements and diagonal cycles

Óscar Rivero Salgado

Abstract: The main objective of this dissertation is the exploration of certain arithmetic applications of the Euler systems of Beilinson--Flach elements and diagonal cycles. Euler systems have been proved to be a very powerful tool for the study of Iwasawa theory and Selmer groups. Roughly speaking, they are collections of Galois cohomology classes satisfying certain compatibility relations, and are typically constructed using the étale cohomology of algebraic varieties. The genesis of the concept comes from Kolyvagin,… Show more

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