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Poisson manifold

  • Geometric Quantization of Poisson Manifolds Via Symplectic Groupoids

    Geometric Quantization of Poisson Manifolds Via Symplectic Groupoids

  • Coisotropic Embeddings in Poisson Manifolds 1

    Coisotropic Embeddings in Poisson Manifolds 1

  • Lectures on the Geometry of Poisson Manifolds, by Izu Vaisman, Progress in Math- Ematics, Vol

    Lectures on the Geometry of Poisson Manifolds, by Izu Vaisman, Progress in Math- Ematics, Vol

  • Symplectic Operad Geometry and Graph Homology

    Symplectic Operad Geometry and Graph Homology

  • Symplectic Foliations, Currents, and Local Lie Groupoids

    Symplectic Foliations, Currents, and Local Lie Groupoids

  • Odd and Even Poisson Brackets 1

    Odd and Even Poisson Brackets 1

  • 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

  • REFER Hivu:- IC/89/61 INTERNATIONAL CENTRE for THEORETICAL PHYSICS

    REFER Hivu:- IC/89/61 INTERNATIONAL CENTRE for THEORETICAL PHYSICS

  • Lectures on Poisson Geometry

    Lectures on Poisson Geometry

  • Holomorphic Poisson Manifolds and Holomorphic Lie Algebroids with Real Poisson Geometry

    Holomorphic Poisson Manifolds and Holomorphic Lie Algebroids with Real Poisson Geometry

  • Momentum Maps and Hamiltonian Reduction, by J.-P

    Momentum Maps and Hamiltonian Reduction, by J.-P

  • Reduction of Complex Poisson Manifolds

    Reduction of Complex Poisson Manifolds

  • Deformation Quantization of Poisson Manifolds

    Deformation Quantization of Poisson Manifolds

  • Poisson AKSZ Theories and Their Quantizations

    Poisson AKSZ Theories and Their Quantizations

  • Dirac Brackets and Bihamiltonian Structures

    Dirac Brackets and Bihamiltonian Structures

  • Lie Groupoids and Poisson Geometry

    Lie Groupoids and Poisson Geometry

  • Poisson Manifolds of Geodesic Arcs in Classical Mechanics1

    Poisson Manifolds of Geodesic Arcs in Classical Mechanics1

  • Applications of Graded Manifolds to Poisson Geometry By

    Applications of Graded Manifolds to Poisson Geometry By

Top View
  • Introduction to Poisson Supermanifolds*
  • NOTES on SYMPLECTIC GEOMETRY Contents 1. Week 1 1
  • Poisson Geometry from a Dirac Perspective 11
  • Deformation Quantization of Poisson Manifolds
  • SYMPLECTIC MANIFOLDS 1. Two Forms Given a Two-Form Α on A
  • LECTURE 6: GEOMETRY of HAMILTONIAN SYSTEMS Contents
  • Symplectic and Poisson Manifolds Harry Smith, 30 November 2015. P
  • From Poisson Algebras to Gerstenhaber Algebras Annales De L’Institut Fourier, Tome 46, No 5 (1996), P
  • Poisson Manifolds
  • Constructions of Symplectic Foliations
  • Pos(FFP14)207 Philosophy of 263523, Project ◦ Ce
  • Poisson and Symplectic Structures, Hamiltonian Action, Momentum and Reduction Arxiv:2003.14173V1 [Math.DG] 28 Mar 2020
  • INTRODUCTION to POISSON GEOMETRY LECTURE NOTES, WINTER 2017 Contents 1. Poisson Manifolds 3 1.1. Basic Definitions 3 1.2. Deform
  • Poisson Structures and Lie Algebras Astérisque, Tome S131 (1985), P
  • On the Geometry of Compatible Poisson and Riemannian Structures
  • Codimension One Symplectic Foliations and Regular Poisson Structures
  • Poisson and Foliated Complex Structures
  • Lectures on Riemannian Geometry, Part II: Complex Manifolds Contents


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