Higher smooth surgery structure sets of complex projective spaces, part II
Samuel Kalužný, Tibor Macko
Abstract
We determine the torsion part of the higher smooth surgery structure sets of complex projective spaces (up to some extension problems) and complete the description of the forgetful map to their topological versions in low dimensions. In addition, an application to mapping class groups of complex projective spaces in low dimensions is presented.
Create a lesson
Related papers
Keller sequences of exact ∞-categories
Yonatan Harpaz, Daniel Marlowe
Parametrized LS category and group actions
Urban Ogrinec, Petar Pavešić
Equivariant formality and representation theory
Chi-Kwong Fok
A Decomposition Theorem for Topological Semi-small Maps
Shahryar Ghaed Sharaf
On generalized complex projective product spaces
Navnath Daundkar, Soumen Sarkar
Persistence Pairing Graphs: Tracking Changes of Selected Homology Bases
John Rick Manzanares