On equivariant elliptic cohomology in the form of orbifold K-theory on Huan's inertia orbifolds (a form of twisted ad-equivariant Tate K-theory):
Zhen Huan, Quasi-Elliptic Cohomology and its Power Operations, J. Homotopy and Related Structures 13 (2018) 715–767 [arXiv:1612.00930, doi:10.1007/s40062-018-0201-y]
Zhen Huan, Quasi-elliptic cohomology and its Spectrum (arXiv:1703.06562)
Zhen Huan, Quasi-Elliptic Cohomology I, Advances in Mathematics, Volume 337, 15 October 2018, Pages 107-138 (arXiv:1805.06305, doi:10.1016/j.aim.2018.08.007)
Zhen Huan, Quasi-theories [arXiv:1809.06651]
Zhen Huan, Quasi-theories and their equivariant orthogonal spectra [arXiv:1809.07622]
(via orthogonal spectra)
Zhen Huan, Matthew Spong, Twisted Quasi-elliptic cohomology and twisted equivariant elliptic cohomology (arXiv:2006.00554)
Zhen Huan, Nathaniel Stapleton, Level structures on p-divisible groups from the Morava E-theory of abelian groups (arXiv:2001.10075)
Review:
Generalization to twisted equivariant KR-theory:
On quasi-elliptic cohomology of representation spheres as an approximation to equivariant Cohomotopy:
Zhen Huan: Twisted Quasi-elliptic cohomology and twisted equivariant elliptic cohomology [arXiv:2006.00554]
Zhen Huan: Quasi-elliptic cohomology of 4-spheres [arXiv:2408.02278]
Last revised on August 8, 2024 at 05:33:43. See the history of this page for a list of all contributions to it.