Lie Models for Spaces
portes grátis
Lie Models for Spaces
A New Approach to Rational Homotopy
Halperin, Steve; Felix, Yves
Springer Nature Switzerland AG
02/2026
206
Mole
Inglês
9783032153562
15 a 20 dias
Descrição não disponível.
Enriched and Pre-Enriched Lie Algebras.- Enriched Vector Spaces.- Lower Central Series.- The Quadratic Sullivan Model of an Enriched Lie Algebra.- Representations of Enriched Lie Algebras.- Profree Lie Algebras.- Sullivan Rational Homotopy Theory.- The Homotopy Lie Algebra L_V of a Minimal Sullivan Algebra.- The Sullivan Rationalization of X_Q of a Space X.- Sullivan Rational Spaces.- Enriched dgl's and Semi-quadratic Sullivan Algebras.- Profree dgl's and Profree dgl Models.- The Model Category of Enriched dgls.- The Profree dgl Model of a cdga and of a Topological Space.- Cylinder Objects and dgl Homotopy.- Topological Cell Attachments.- Inert Attachments.- Applications in Topology.
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Rational homotopy;Sullivan rationalization;enriched Lie algebra;enriched dgl;profree dgl;profree Lie algebra;inert cell attachment
Enriched and Pre-Enriched Lie Algebras.- Enriched Vector Spaces.- Lower Central Series.- The Quadratic Sullivan Model of an Enriched Lie Algebra.- Representations of Enriched Lie Algebras.- Profree Lie Algebras.- Sullivan Rational Homotopy Theory.- The Homotopy Lie Algebra L_V of a Minimal Sullivan Algebra.- The Sullivan Rationalization of X_Q of a Space X.- Sullivan Rational Spaces.- Enriched dgl's and Semi-quadratic Sullivan Algebras.- Profree dgl's and Profree dgl Models.- The Model Category of Enriched dgls.- The Profree dgl Model of a cdga and of a Topological Space.- Cylinder Objects and dgl Homotopy.- Topological Cell Attachments.- Inert Attachments.- Applications in Topology.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
