Every nD Persistence Module Is the Restriction of an (n+1)D Indecomposable Module

Every nD Persistence Module Is the Restriction of an (n+1)D Indecomposable Module

Explore a constructive process for building (n+1)D indecomposable modules from nD persistence modules in this 30-minute conference talk by Mickaël Buchet for the Applied Algebraic Topology Network. Learn about the process of creating an (n+1)D indecomposable module that contains a given nD persistence module as a hyperplane restriction. Discover the implications and consequences of this process in the field of algebraic topology. Gain insights into advanced concepts in persistence modules and their dimensional relationships.