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Quantum Algebra and Symmetry: Quantum Algebraic Topology, Quantum Field Theories and Higher Dimensional Algebra
edit- I.C.Baianu,Ph.D., M.Inst.P, Editor (with listed contributors)- Copyright©2010 by I.C. Baianu
- Symmetry
- Quantum Theories. Fundamentals V.11
- Quantum mechanics
- Schrödinger equation
- Dirac equation
- Klein-Gordon equation
- Einstein-Maxwell-Dirac equations
- Kaluza–Klein theory
- Rigged Hilbert space
- Quantum inverse scattering method
- Quasi-Hopf algebra
- Quasitriangular Hopf algebra
- Ribbon Hopf algebra
- Quasi-triangular Quasi-Hopf algebra
- Grassmann algebra
- Quarks
- Supergroup
- Superalgebra
- Supergravity
- Quantum statistical mechanics
- Quantum thermodynamics
- Supertheory
- Quantum Algebra
- Quantum algebra
- Lie algebra
- Lie group
- Special unitary groups
- Hopf algebra
- Quantum group
- Affine quantum group
- Affine Lie algebra
- Quantum affine algebra
- Operator algebra
- Clifford algebra
- Mathematical Distributions Theory
- Hilbert space
- Von Neumann algebra
- C*-algebra
- Kac-Moody algebra
- Spectral theory
- Quantum Field Theory, SUSY, Quantum Geometry and Quantum Algebraic Topology
- Quantum electrodynamics
- Quantum field theory
- Scalar field theory
- Quantum spacetime
- Introduction to gauge theory
- Gauge theory
- Quantum gauge theory
- Yangian
- Yang–Mills theory
- Electroweak interaction
- Standard Model
- Formulation of the Standard Model
- Topological quantum field theory
- Quantum Chromodynamics
- Quantum Geometry
- Loop Quantum Gravity
- Quantum Algebraic Topology
- Commutativity
- Noncommutative quantum field theory
- Noncommutative standard model
- Nonabelian Gauge Theory
- Noncommutative geometry
- Quantum gravity
- List of quantum field theories
- Superstring Theories
- Group Representations and Symmetry
- Representation theory
- Representations of the symmetric group
- Representations of a finite group
- Representations of Lie groups
- Representations of Lie algebras
- Representations of the Poincaré group
- Representation theory of the Lorentz group
- Double group
- Symmetry in Physics
- Noether's Theorem
- Goldstone theorem
- Stone-von Neumann theorem
- Peter-Weyl theorem
- Supersymmetry
- Invariance mechanics
- Wigner's theorem
- Wigner's classification
- Quantum hydrodynamics
- Quantum magnetodynamics
- Nonabelian group
- Higher Dimensional Algebra
- Algebraic Topology
- Category Theory
- Double Groupoid
- R-algebroid
- Higher dimensional algebra
- Higher category theory
- Anabelian geometry
- Noncommutative geometry
- Algebraic Logic, Quantum Logics and Quantum Computers
- Multi-valued logic
- Quantum information
- Quantum logic
- Quantum computer
- Algebraic logic
- Łukasiewicz logic
- Mathematical logic
- Symbolic logic
- Metalogic
- Heyting arithmetic
- Metatheory
- Quantum Biographies
- Niels Bohr
- Max Planck
- Louis de Broglie
- The Lord Rutherford of Nelson
- Albert Einstein
- Erwin Schrödinger
- John von Neumann
- John van Vleck
- Paul Dirac
- Werner Heisenberg
- Eugene Wigner
- Alexandru Proca
- Hideki Yukawa
- Neville Mott
- Philip Warren Anderson
- Ronald Brown
- George Karreman
- Alberte Pullman
- Richard Feynman
- Murray Gell-Mann
- Stephen Weinberg
- Ionel Solomon
- Ştefan Procopiu