Hatcher-Topology-of-Numbers · Problem 8.1.2

Quadratic Fields

Mathematics — Algebraic Topology · prime-factorization-quadratic-fields

Problem

Show that a Gaussian integer x+yix + yi with both xx and yy odd is divisible by 1+i1 + i but not by (1+i)2(1+i)^2.

Related theory

Browse the problem library