Polynomial Poisson Algebras Talk

Abstract:

The concept of Poisson algebra is one of the most important concepts in mathematics that make a link between commutative and noncommutative algebra. The Poisson algebra $D$ can be defined as an algebra over a field $K$ with Poisson bracket {$\cdot ,\cdot$} such that ($D,$ {$\cdot ,\cdot$}) is satisfying anticommutative, Jacobi identity and Leibniz rule. In this talk, I give the definition of Poisson algebra, talk about some related concepts of polynomial Poisson algebras and give some examples.

Event:

The ${10}^{th}$ International Eurasian Conference on Mathematical Sciences and applications

Location:

Sakarya, Turkey, 25 - 27 August 2021.