Arnold conjecture and Morava K-theory
M Abouzaid, AJ Blumberg - arXiv preprint arXiv:2103.01507, 2021 - arxiv.org
We prove that the rank of the cohomology of a closed symplectic manifold with coefficients in
a field of characteristic $ p $ is smaller than the number of periodic orbits of any non …
a field of characteristic $ p $ is smaller than the number of periodic orbits of any non …
[PDF][PDF] ARNOLD CONJECTURE AND MORAVA K-THEORY
M ABOUZAID, AJ BLUMBERG - arXiv preprint arXiv …, 2021 - people.math.rochester.edu
We prove that the rank of the cohomology of a closed symplectic manifold with coefficients in
a field of characteristic p is smaller than the number of periodic orbits of any non-degenerate …
a field of characteristic p is smaller than the number of periodic orbits of any non-degenerate …
Arnold Conjecture and Morava K-theory
M Abouzaid, AJ Blumberg - arXiv e-prints, 2021 - ui.adsabs.harvard.edu
We prove that the rank of the cohomology of a closed symplectic manifold with coefficients in
a field of characteristic $ p $ is smaller than the number of periodic orbits of any non …
a field of characteristic $ p $ is smaller than the number of periodic orbits of any non …
[PDF][PDF] Arnol'd Conjecture and Morava K-theory
M Abouzaid - 2021 - dfgm.math.msu.su
= Xt for some family of vector fields {Xt} t∈[0, 1]. Many basic questions: invariant measures,
mixing properties,... We focus on fixed points: existence of x∈ X so that φ (x)= x. In the …
mixing properties,... We focus on fixed points: existence of x∈ X so that φ (x)= x. In the …