The Homotopy Type of hyperbolic Monopole Orbit Spaces
Ursula Gritsch
math.ATarXiv:math/9901087
Abstract
We prove that the space of gauge equivalence classes of U(1)-invariant connections on some SU(2)-principle bundles over the 4-sphere S4 is weakly homotopy equivalent to a component of the second loop space of the 2-sphere S2.
Create a lesson
Related papers
The classical homotopy category is cartesian closed
Zhen Lin Low
Discrete Morse Theory for Computing Filtered Cosheaf Homology
Neria Baris
Real Tree Vineyards have Vines
Michael Hull, Thomas Payne, Thomas Weighill
The RO(C2)-graded Hurewicz image of Atiyah's Real K-theory
Sihao Ma, Xiaolin Danny Shi, Zhouli Xu et al.
On the work of Graeme Segal
Daniel S. Freed
The Becker--Gottlieb transfer is not functorial: An example based on units of group rings
Georg Lehner, Cary Malkiewich, Florian Naef