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PARASTATISTICS

  • Parastatistics
  • Notion in statistical mechanics

    S. Green is credited with the creation of parastatistics in 1953. The particles predicted by parastatistics have not been experimentally observed. Consider

    Parastatistics

    Parastatistics

  • Indistinguishable particles
  • Concept in quantum mechanics of perfectly substitutable particles

    of many identical fermions are described by Fermi–Dirac statistics. Parastatistics are mathematically possible, but no examples exist in nature. In certain

    Indistinguishable particles

    Indistinguishable_particles

  • Fermion
  • Type of subatomic particle

    type of lattice fermion Majorana fermion, each its own antiparticle Parastatistics Skyrmion, a hypothetical particle Weiner, Richard M. (4 March 2013)

    Fermion

    Fermion

    Fermion

  • Boson
  • Class of subatomic particle

    two-dimensional quasiparticle Bose gas – State of matter of many bosons Parastatistics – Notion in statistical mechanics Despite being the carrier of the gravitational

    Boson

    Boson

    Boson

  • Fermi–Dirac statistics
  • Statistical description for the behavior of fermions

    level Fermi gas Maxwell–Boltzmann statistics Bose–Einstein statistics Parastatistics Logistic function Sigmoid function The F–D distribution is a type of

    Fermi–Dirac statistics

    Fermi–Dirac statistics

    Fermi–Dirac_statistics

  • Oscar W. Greenberg
  • American physicist

    Natural Sciences. In 1964, he posited the existence of quarks that obeyed parastatistics as the fundamental constituents of hadronic particles. He received his

    Oscar W. Greenberg

    Oscar_W._Greenberg

  • Statistical mechanics
  • Physics of many interacting particles

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Statistical mechanics

    Statistical_mechanics

  • Partition function (statistical mechanics)
  • Function in thermodynamics and statistical physics

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Partition function (statistical mechanics)

    Partition function (statistical mechanics)

    Partition_function_(statistical_mechanics)

  • Albert Messiah
  • French physicist (1921–2013)

    bosons or fermions. This work led directly to Greenberg's suggestion of parastatistics of order 3 for quarks, which was the first suggestion that quarks carry

    Albert Messiah

    Albert Messiah

    Albert_Messiah

  • Kinetic theory of gases
  • Understanding of gas properties in terms of molecular motion

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Kinetic theory of gases

    Kinetic theory of gases

    Kinetic_theory_of_gases

  • Bohr–Van Leeuwen theorem
  • Theorem on magnetism

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Bohr–Van Leeuwen theorem

    Bohr–Van_Leeuwen_theorem

  • Spin–statistics theorem
  • Theorem in quantum mechanics

    fractional quantum Hall effect. Anyonic statistics Braid statistics Parastatistics Leggett, Anthony J. (2006). Quantum liquids: Bose condensation and Cooper

    Spin–statistics theorem

    Spin–statistics_theorem

  • Ising model
  • Mathematical model of ferromagnetism in statistical mechanics

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Ising model

    Ising model

    Ising_model

  • List of textbooks in thermodynamics and statistical mechanics
  • Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    List of textbooks in thermodynamics and statistical mechanics

    List_of_textbooks_in_thermodynamics_and_statistical_mechanics

  • Dmitry Volkov (physicist)
  • Ukrainian scientist (1925–1996)

    (scalar quantum electrodynamics, generalization of quantum statistics — parastatistics), the theory of Regge poles, the theory of higher symmetries and the

    Dmitry Volkov (physicist)

    Dmitry_Volkov_(physicist)

  • Herbert S. Green
  • British-Australian physicist

    in the BBGKY hierarchy. He is often credited for the development of parastatistics, one of several alternatives to the better known particle statistics

    Herbert S. Green

    Herbert_S._Green

  • Canonical ensemble
  • Ensemble of states at a constant temperature

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Canonical ensemble

    Canonical_ensemble

  • Spontaneous symmetry breaking
  • Symmetry breaking through the vacuum state

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Spontaneous symmetry breaking

    Spontaneous symmetry breaking

    Spontaneous_symmetry_breaking

  • Bose–Einstein statistics
  • Description of the behaviour of bosons

    correlations Bose–Einstein condensate Bose gas Einstein solid Higgs boson Parastatistics Planck's law of black body radiation Superconductivity Fermi–Dirac statistics

    Bose–Einstein statistics

    Bose–Einstein statistics

    Bose–Einstein_statistics

  • Grand potential
  • Thermodynamic potential used in statistical mechanics

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Grand potential

    Grand_potential

  • Einstein solid
  • Model of a crystalline solid

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Einstein solid

    Einstein_solid

  • Isothermal–isobaric ensemble
  • Ensemble of states at constant pressure

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Isothermal–isobaric ensemble

    Isothermal–isobaric_ensemble

  • Grand canonical ensemble
  • Statistical ensemble of particles in thermodynamic equilibrium

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Grand canonical ensemble

    Grand_canonical_ensemble

  • Particle statistics
  • Description of multiple particle in physics

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Particle statistics

    Particle_statistics

  • Tsung-Dao Lee
  • Chinese-American physicist (1926–2024)

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Tsung-Dao Lee

    Tsung-Dao Lee

    Tsung-Dao_Lee

  • Samarendra Nath Biswas
  • Indian theoretical physicist (1926–2005)

     stochastic quantization, quark stars, continued fraction theory, role of parastatistics in statistical mechanics, Biswas has written over 90 scientific articles

    Samarendra Nath Biswas

    Samarendra_Nath_Biswas

  • Sznajd model
  • Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Sznajd model

    Sznajd model

    Sznajd_model

  • Maxwell–Boltzmann statistics
  • Statistical distribution used in many-particle mechanics

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Maxwell–Boltzmann statistics

    Maxwell–Boltzmann statistics

    Maxwell–Boltzmann_statistics

  • Crooks fluctuation theorem
  • Statistical mechanics theorem relating non-equilibrium work to free energy differences

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Crooks fluctuation theorem

    Crooks_fluctuation_theorem

  • Wightman axioms
  • Axiomatization of quantum field theory

    this theorem. This can be patched up using Klein transformations. See parastatistics and also the ghosts in BRST. The impossibility of superluminal communication

    Wightman axioms

    Wightman axioms

    Wightman_axioms

  • Microcanonical ensemble
  • Ensemble of states with an exactly specified total energy

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Microcanonical ensemble

    Microcanonical_ensemble

  • Debye model
  • Method in physics

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Debye model

    Debye model

    Debye_model

  • Virial expansion
  • Series expansion of the equation of state for a many-particle system

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Virial expansion

    Virial_expansion

  • Max Dresden
  • Dutch-American physicist

    superconductivity, quantum field theory, the behavior of positrons, parastatistics, symmetries and S matrix theory, particle physics, nonstandard analysis

    Max Dresden

    Max_Dresden

  • Anyon
  • Type of two-dimensional quasiparticle

    representations of the braid group. Anyonic statistics must not be confused with parastatistics, which describes statistics of particles whose wavefunctions are higher-dimensional

    Anyon

    Anyon

  • Braid statistics
  • Possible statistical behavior of particles in quantum statistical mechanics

    leads, for example, to (2+1)D anyons being massless. Braid symmetry Parastatistics Anyon Leinaas, J. M.; Myrheim, J. (1977-01-01). "On the theory of identical

    Braid statistics

    Braid_statistics

  • Ensemble (mathematical physics)
  • Idealization of a large number of atomic-sized systems

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Ensemble (mathematical physics)

    Ensemble_(mathematical_physics)

  • List of hypothetical particles
  • Paraparticles, exotic particles that can survive in a 3D-space and follow parastatistics Plektons, particles that follow Braid statistics Exotic particles, particles

    List of hypothetical particles

    List_of_hypothetical_particles

  • Isoenthalpic–isobaric ensemble
  • Statistical-mechanical ensemble

    Indistinguishable particles Maxwell–Boltzmann Bose–Einstein Fermi–Dirac Parastatistics Anyonic statistics Braid statistics Thermodynamic ensembles NVE Microcanonical

    Isoenthalpic–isobaric ensemble

    Isoenthalpic–isobaric_ensemble

  • Bernard H. Lavenda
  • American-born Italian academic and scientist

    possibility of an intermediate statistics, or what is referred to as parastatistics, between Bose–Einstein statistics and Fermi–Dirac statistics is nonexistent

    Bernard H. Lavenda

    Bernard H. Lavenda

    Bernard_H._Lavenda

  • Index of physics articles (P)
  • Parametric array Parametric oscillator Parametric resonance Parasitic drag Parastatistics Parawing Paraxial approximation Parfocal lens Parhelic circle Paris'

    Index of physics articles (P)

    Index_of_physics_articles_(P)

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