This dissertation concerns a particular basis for the coordinate ring of the character variety of a surface. Let G be a connected reductive linear algebraic group, and let S be a surface whose fundamental group pi is a free group. Then the
Functional analysis is the branch of mathematics where vector spaces and operators on them are in focus. In linear algebra, the discussion is about finite dimensional vector spaces over any field of scalars. The functions are linear mappings which can be viewed
Project Reports, Final Year Projects for Students, Case Studies, Dissertation Ideas, Thesis Topics, Project Sample Downloads
