An Artin-Rees Theorem and applications to zero cycles

TL;DR

This paper establishes an Artin-Rees type theorem for algebraic cycles and demonstrates its application to the study of zero cycles in algebraic geometry.

Contribution

It introduces a new Artin-Rees type theorem specifically for algebraic cycles and applies it to problems involving zero cycles.

Findings

Proved an Artin-Rees type theorem for algebraic cycles

Applied the theorem to zero cycle problems

Enhanced understanding of algebraic cycle behavior

Abstract

We prove an Artin-Rees type theorem for algebraic cycles and give an application to zero cycles.