O. Esen

activity

20122026

most citedA hierarchy of Poisson brackets in non-equilibrium thermodynamics

29 citations · 203 across the 30 of their papers we have counts for

collaborators

Showing 2021Show all

4 papers · 1 filter

math.RA2021

Cohomologies and generalized derivation extensions of $n$ -Lie algebras

B. Ateşli, O. Esen, S. Sütlü

A cohomology theory, associated to a $n$ -Lie algebra and a representation space of it, is introduced. It is observed that this cohomology theory is qualified to encode the generali…

math.DS2021

$3 D$ -flows Generated by the Curl of a Vector Potential \& Maurer-Cartan Equations

Oğul Esen, Partha Guha, Hasan Gümral

We examine $3 D$ flows $x ˙ = v (x)$ admitting vector identity $M v = \nabla \times A$ for a multiplier $M$ and a potential field $\mathbf{…

math.QA2021

Bicocycle Double Cross Constructions

O. Esen, P. Guha, S. Sütlü

We introduce the notion of a bicocycle double cross product (resp. sum) Lie group (resp. Lie algebra), and a bicocycle double cross product bialgebra, generalizing the unified prod…

math.SG2021★ 2 cited

Tulczyjew's Triplet for Lie Groups III : Higher Order Dynamics and Reductions for Iterated Bundles

Oğul Esen, Hasan Gümral, Serkan Sütlü

Given a Lie group $G$ , we elaborate the dynamics on $T^{*} T^{*} G$ and $T^{*} T G$ , which is given by a Hamiltonian, as well as the dynamics on the Tulczyjew symplectic space $T T^{*} G$ , which…

Cohomologies and generalized derivation extensions of n-Lie algebras

3D-flows Generated by the Curl of a Vector Potential \& Maurer-Cartan Equations

Bicocycle Double Cross Constructions

Tulczyjew's Triplet for Lie Groups III : Higher Order Dynamics and Reductions for Iterated Bundles

Cohomologies and generalized derivation extensions of $n$ -Lie algebras

$3 D$ -flows Generated by the Curl of a Vector Potential \& Maurer-Cartan Equations