• Main Index • Sorted by Date • Classified by Publication Type • Classified by Research Category • Classified by Author Last Name •
Lieven LeBruyn. noncommutative geometry@n, volume 2 : the trade, neverendingbooks, 2005.
noncommutative geometry@n Ð the trade contains applications to the material developed in volume 1 - the tools to moduli spaces, quiver varieties and singularities. It details the representation theory of Cayley-smooth and Quillen-smooth algebras by studying the geometry of the quotient varieties and relating the Hesselink stratification of their nullcones to moduli spaces of quiver-representations. Further, it explains by examples the theory of noncommutative differential forms leading to the application of the necklace Lie algebra to coadjoint orbit results.This is a two-year old preliminary version. An extended, updated and corrected version will appear in the fall of 2007 with Chapman&Hall. Use this version only for private use.
@book{LeBruyn2005c, author={LeBruyn, Lieven}, title={noncommutative geometry@n, volume 2 : the trade}, abstract={noncommutative geometry@n Ð the trade contains applications to the material developed in volume 1 - the tools to moduli spaces, quiver varieties and singularities. It details the representation theory of Cayley-smooth and Quillen-smooth algebras by studying the geometry of the quotient varieties and relating the Hesselink stratification of their nullcones to moduli spaces of quiver-representations. Further, it explains by examples the theory of noncommutative differential forms leading to the application of the necklace Lie algebra to coadjoint orbit results. This is a two-year old preliminary version. An extended, updated and corrected version will appear in the fall of 2007 with Chapman&Hall. Use this version only for private use.}, publisher={neverendingbooks}, year={2005}, bib2html_pubtype ={Books}, bib2html_rescat ={Noncommutative Geometry}, bib2html_dl_html={http://www.lulu.com/content/144003}, language={English} }
Generated by bib2html.pl (written by Patrick Riley ) on Tue Apr 14, 2020 08:46:19