= Arithmetic geometers
{wiki=Category:Arithmetic_geometers}
Arithmetic geometry is a branch of mathematics that merges aspects of algebraic geometry and number theory. It primarily studies the solutions of polynomial equations and their properties over different fields, particularly over number fields and algebraic varieties. Here are some key concepts related to arithmetic geometry: 1. **Algebraic Varieties**: These are geometric objects defined by polynomial equations. They serve as the basic objects of study in algebraic geometry.
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