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Poisson algebra

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    Full-Text

  • BRST Charge and Poisson Algebrasy

    BRST Charge and Poisson Algebrasy

  • GEOMETRY and STRING THEORY SEMINAR: SPRING 2019 Contents

    GEOMETRY and STRING THEORY SEMINAR: SPRING 2019 Contents

  • Supersymmetric Extension of Moyal Algebra and Its Application to the Matrix Model

    Supersymmetric Extension of Moyal Algebra and Its Application to the Matrix Model

  • Arxiv:1811.07395V2 [Math.SG] 4 Jan 2021 I Lers I Leris Vagba,Lernhr Al Lie-Rinehart Brackets

    Arxiv:1811.07395V2 [Math.SG] 4 Jan 2021 I Lers I Leris Vagba,Lernhr Al Lie-Rinehart Brackets

  • To Be Completed. LECTURE NOTES 1. Hamiltonian

    To Be Completed. LECTURE NOTES 1. Hamiltonian

  • Lectures on Poisson Geometry

    Lectures on Poisson Geometry

  • 2.3. Classical Mechanics in Hamiltonian Formulation

    2.3. Classical Mechanics in Hamiltonian Formulation

  • The Dixmier-Moeglin Equivalence and a Gel’Fand-Kirillov Problem for Poisson Polynomial Algebras

    The Dixmier-Moeglin Equivalence and a Gel’Fand-Kirillov Problem for Poisson Polynomial Algebras

  • W-Algebras and Hamiltonian Equations

    W-Algebras and Hamiltonian Equations

  • The Poisson-Sigma Model a Non-Linear Gauge Theory

    The Poisson-Sigma Model a Non-Linear Gauge Theory

  • Research Statement

    Research Statement

  • Factorization Algebras in Quantum Field Theory Volume 2 (28 April 2016)

    Factorization Algebras in Quantum Field Theory Volume 2 (28 April 2016)

  • Classical Field Theory Via Cohesive Homotopy Types

    Classical Field Theory Via Cohesive Homotopy Types

  • DOUBLE POISSON ALGEBRAS Contents 1. Introduction 5711 2

    DOUBLE POISSON ALGEBRAS Contents 1. Introduction 5711 2

  • Homotopical Poisson Reduction of Gauge Theories Arxiv:1106.4955V2

    Homotopical Poisson Reduction of Gauge Theories Arxiv:1106.4955V2

  • The Quantum 4D Gauge Theory and an Outline of the Proof

    The Quantum 4D Gauge Theory and an Outline of the Proof

  • Current Algebra, Generalised Geometry and Integrable Models in String Theory

    Current Algebra, Generalised Geometry and Integrable Models in String Theory

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  • Word Problem for Finitely Presented Metabelian Poisson Algebras 3
  • A Geometric Approach to Lie Systems: Formalism of Poisson–Hopf Algebra Deformations Arxiv:2101.11064V1 [Math-Ph] 26 Jan 2021
  • Classical Field Theory and Supersymmetry
  • Introduction to Poisson Supermanifolds*
  • From Poisson Algebras to Gerstenhaber Algebras Annales De L’Institut Fourier, Tome 46, No 5 (1996), P
  • Finite $ W $-Superalgebras and Quadratic Spacetime Supersymmetries
  • On the Gibbs-Liouville Theorem in Classical Mechanics
  • A Dixmier Theorem for Poisson Enveloping Algebras
  • 1 the Poisson Bracket
  • From Sigma Models to Vertex Algebras and Back
  • On the Geometry of String Theory
  • L-Infinity-Algebra Models and Higher Chern-Simons Theories
  • Free Generic Poisson Fields and Algebras
  • From Poisson Algebras to Gerstenhaber Algebras Annales De L’Institut Fourier, Tome 46, No 5 (1996), P
  • Encyclopedia of Mathematics, Kluwer, Vol. 11 Poisson Algebra
  • Clifford Algebras in Symplectic Geometry and Quantum Mechanics
  • Introduction to Classical Field Theory
  • Poisson Vertex Algebras in Supersymmetric Field Theories


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