Floating bundles and their applications
A. V. Ershov
Abstract
The aim of section 1 is to define the homotopic functor to category of Abelian groups, connected with the special classes of bundles with fiber matrix algebra or projective space. The aim of section 2 is to define some generalization of the notion of formal group. More precisely, we consider the analog of formal groups with coefficients belonging to a Hopf algebra. We also study some example of a formal group over a Hopf algebra, which generalizes the formal group of geometric cobordisms.
Create a lesson
Related papers
Persistence diagrams of finite topological spaces
Akhilesh Badra, Hemant Kumar Singh
Equivariant formality for rational pk-spaces
Rekha Santhanam, Bittu Singh, Soumyadip Thandar
Koszul Duality in an Equivariant Context
Sofía Martínez Alberga
Geodesic Models for Loop Spaces on Riemannian Manifolds
Abbas Bahri, Fred Cohen, Moncef Ghazel et al.
Topological realizations of finite posets
Vin de Silva
Representation homology of involutive algebras and hyperoctaherdral homology
Yuri Berest, Ajay C. Ramadoss, John Wood