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math.DG2014★ 3 cited
An affirmative answer to a conjecture for Metoki class
Kentaro Mikami
In "The {G}el'fand-{K}alinin-{F}uks class and characteristic classes of transversely symplectic foliations" arXiv:0910.3414, Kotschick and Morita showed that the Gel'fand-Kalinin-F…
math.DG2014★ 2 cited
Another proof to Kotschick-Morita's Theorem of Kontsevich homomorphism
Kentaro Mikami
In \cite{KOT:MORITA}, Kotschick and Morita showed that the Gel'fand-Kalinin-Fuks class in $\ds \HGF{7}{2}{}{8}$ is decomposed as a product of some leaf cohomology class…
math.SG2014★ 4 cited
The relative Gel'fand-Kalinin-Fuks cohomology groups of the formal Hamiltonian vector fields on 6-dimensional plane
Kentaro Mikami
Using Crystal basis theory, we study the relative Gel'fand-Kalinin-Fuks cohomology groups of the formal Hamiltonian vector fields on 6-dimensional plane with weight =2,4,6.