= Iwasawa theory
{wiki=Iwasawa_theory}
Iwasawa theory is a branch of number theory that studies the properties of number fields and their associated Galois groups using techniques from algebraic geometry, modular forms, and the theory of L-functions. Named after the Japanese mathematician K. Iwasawa, the theory primarily focuses on the arithmetic of cyclotomic fields and \\( p \\)-adic numbers, and it aims to understand the behavior of various arithmetic objects in relation to these fields.
Back to article page
