= Homology, Homotopy and Applications
{wiki=Homology,_Homotopy_and_Applications}
"Homology" and "homotopy" are key concepts in algebraic topology, a branch of mathematics that studies topological spaces with the tools of abstract algebra. \#\#\# Homology Homology provides a way to associate a sequence of algebraic objects (like groups or vector spaces) to a topological space. - **Purpose**: It can be used to classify spaces based on their topological features, such as holes of different dimensions.
Back to article page
