12 citations · 12 across the 3 of their papers we have counts for
3 papers
math.AT2024
On rigidity of complex Hirzebruch genera on -manifolds
Georgy Chernykh
We prove that if a complex genus is rigid on -manifolds with a torus action then is the elliptic Krichever genus.
math.AT2022
Landweber exactness of the formal group law in -spherical bordism
Georgy Chernykh
We describe the structure of the coefficient ring of the -spherical bordism theory for an arbitrary -bilinear multiplication. We prove that for any…
math.AT2019★ 12 cited
SU-bordism: structure results and geometric representatives
Georgy Chernykh, Ivan Limonchenko, Taras Panov
In the first part of this survey we give a modernised exposition of the structure of the special unitary bordism ring, by combining the classical geometric methods of Conner-Floyd,…