Category:Moduli theory
From Wikipedia, the free encyclopedia
Moduli theory is a branch of the fields of algebraic geometry, complex manifolds and singularity theory. It aims to construct and study moduli spaces, which are the parameter spaces encoding the continuous variation of geometric structures (for example Riemann surfaces of fixed genus, vector bundles with holomorphic structure, singularities in families).
Subcategories
There is one subcategory to this category shown below (more may be shown on subsequent pages).
