A partial order on the group of contactomorphisms of R2n+1 via generating functions

2001-1-01

Suggestions

A partial order on the group of contactomorphisms of ℝ2n+1 via generating functions
Bhupal, Mohan Lal (2001-12-01)
A generalized fixed point free automorphism of prime power order
Ercan, Gülin (2012-06-01)
Let G be a finite group and alpha be an automorphism of G of order p(n) for an odd prime p. Suppose that alpha acts fixed point freely on every alpha-invariant p'-section of G, and acts trivially or exceptionally on every elementary abelian alpha-invariant p-section of G. It is proved that G is a solvable p-nilpotent group of nilpotent length at most n + 1, and this bound is best possible.
A Minimal Maslov Number Condition for Displaceability in Certain Weakly Exact Symplectic Manifolds
Şirikçi, Nil İpek (2022-08-01)
© 2022, The Author(s), under exclusive licence to Springer Nature Switzerland AG.We present a proof of a result which gives an upper bound for the minimal Maslov number of a displaceable n-dimensional Lagrangian submanifold in a weakly exact symplectic manifold with minimal Chern number at least n. The proof utilizes a result on the Conley-Zehnder index of a periodic orbit of the flow of a specifically constructed Floer Hamiltonian and an index relation.
A RECURRENCE RELATION FOR BERNOULLI NUMBERS
Küçüksakallı, Ömer (2013-08-01)
Inspired by a result of Saalschutz, we prove a recurrence relation for Bernoulli numbers. This recurrence relation has an interesting connection with real cyclotomic fields.
A Pin−-cobordism invariant and a generalization of the Rokhlin signature congruence
Finashin, Sergey (1991-04-01)
Citation Formats
M. L. Bhupal, “A partial order on the group of contactomorphisms of R2n+1 via generating functions,” Turkish Journal of Mathematics, pp. 125–135, 2001, Accessed: 00, 2021. [Online]. Available: https://journals.tubitak.gov.tr/math/issues/mat-01-25-1/mat-25-1-7-0103-7.pdf.