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[parent] topic on mathematical physics and physical mathematics applications (Topic)

This is a contributed new topic on mathematical physics, physical mathematics, and their various applications in: engineering, industry, medical biophysics, cosmology, astrophysics, astronomy, computer science, computer engineering, robotics, AI, ecology, market prediction, etc.

Mathematical Physics and Physical Mathematics

  1. Non-Equilibrium Thermodynamics and statistical mechanics
  2. Theoretical Geophysics
  3. Astrophysics, Cosmology, Geometrodynamics and general relativity theories
  4. quantum gravity
  5. quantum logics, including LM-logic algebras
  6. Quantum State Spaces, quantum operators, Superoperators, observables, Eigenstates
  7. Hamiltonians and other Hermitian operators
  8. algebraic quantum field theory
  9. Quantum Algebraic Topology (QAT)
  10. Quantum Operator Algebra (QOA) in quantum field theories and quantum gravity
  11. Quantum groups, Hopf algebras, Quantum supergroups and superalgebras
  12. topological Quantum Field theories
  13. homotopy Quantum Field theories (HQFT)
  14. non-Abelian physics (NAP)
  15. Unified Field theories (UFT) in physics, supersymmetry and spontaneous symmetry breaking
  16. CPT symmetry and parity Violation
  17. Quantum Chromodynamics, quarks, parton distributions, nuclear spin structures and theories of Nuclear Fusion
  18. Elementary Particle theories and Higgs bosons
  19. Conformal Map theory (CMT)
  20. Quantum Geometry (QNG) and non-commutative geometry (NCG) applications to SUSY model in physics
  21. Harmonic and Anharmonic analysis of quantum systems:

    $\displaystyle (\; http://www.physics.orst.edu/~rubin/nacphy/ComPhys/classical/anharm/ \; ).$
  22. Bibliography for mathematical physics and quantum algebraic topology
  23. Geometry and Group theory applications to Mathematical Crystallography
  24. spinors and spin groups, spin networks, Foams, vectors, matrices, tensors and Twistors
  25. Complex Systems Structure and dynamics
  26. solitons and semi-classical systems
  27. Systems with Chaos
  28. Topological Dynamics
  29. Biotopology and Topology applications in biology, Non-random Networks: cellular, neural and genetic
  30. fluid dynamics
  31. superfluids and superconductivity: low- and high- temperature mechanisms
  32. Nob-crystalline systems, Paracrystals and glasses
  33. categorical physics and categories/ in biology
  34. Categorical dynamics and Biodynamics
  35. Physical vs. Mathematical probability
  36. Applied Statistical Mechanics
  37. Numerical analysis and Measurement theory in physics
  38. Biostatistics
  39. Bibliography for statistical mechanics
  40. Bibliography for mathematical physics and quantum algebraic topology
  41. computational physics and astrophysics
  42. Computer models and automata theory in Biology and Medicine
  43. Mathematical Medicine and Epidemiological models
  44. quantum automata and quantum computers
  45. Quantum Nanoautomata and nanorobots
  46. Mathematics in natural/Life sciences
  47. mathematical biology and theoretical biophysics
  48. Mathematical Biophysics
  49. bibliography for mathematical biophysics
  50. Mathematics of Finance and Market predictions
  51. Mathematical and mathematical physics applications to Population Genetics
  52. Quantum Genetics and Bioinformatics
  53. Mathematics applications in Electrical Engineering and Bioengineering
  54. Mathematical Physics and Physical Mathematics models applications in Geophysics and Ecology
  55. Mathematical physics and physical mathematics models in energy Science and Engineering, Alternative Energy mathematical models and theories



"topic on mathematical physics and physical mathematics applications" is owned by bci1.

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See Also: overview of the content of PlanetPhysics

Also defines:  mathematical physics and physical mathematics, quantum operator algebra, QOA, HQFT, NAP, QAT, QNG, NCG, CMT, unified field theories, UFT
Keywords:  topic: mathematical physics and physical mathematics, applications, biostatistics, mathematical biology and theoretical biophysics, quantum algebraic topology (QAT), quantum operator algebra, quantum nanoautomata, quantum nanorobots, quantum computers, population genetics, quantum genetics, geophysical equations, ecology equations, electrical engineering, alternative energy theories

This object's parent.

Cross-references: energy, bibliography for mathematical biophysics, mathematical biology and theoretical biophysics, nanorobots, quantum computers, quantum automata, automata theory, computational physics, categories, categorical physics, glasses, temperature, superconductivity, superfluids, fluid dynamics, solitons, dynamics, tensors, matrices, vectors, spin networks, spin groups, spinors, systems, SUSY, non-commutative geometry, Higgs bosons, spin, parton, quarks, parity, CPT, spontaneous symmetry breaking, supersymmetry, non-Abelian, homotopy, topological, superalgebras, supergroups, Hopf algebras, groups, quantum field theories, Quantum Algebraic Topology, algebraic quantum field theory, operators, Hamiltonians, observables, quantum operators, quantum logics, quantum gravity, general relativity, statistical mechanics, Thermodynamics, computer, mathematical physics
There are 21 references to this object.

This is version 11 of topic on mathematical physics and physical mathematics applications, born on 2009-01-14, modified 2009-03-05.
Object id is 384, canonical name is ApplicationsTopicOnMathematicalPhysicsAndPhysicalMathematics.
Accessed 3327 times total.

Classification:
Physics Classification02. (Mathematical methods in physics)
 03. (Quantum mechanics, field theories, and special relativity )
 82.39.Rt (Reactions in complex biological systems)
 83.10.Rs (Computer simulation of molecular and particle dynamics)
 87.19.Hh (Cardiac dynamics)
 87.18.-h (Multicellular phenomena)
 87.18.Sn (Neural networks)
 83.85.Fg (NMR/magnetic resonance imaging )
 84.35.+i (Neural networks )
 82.39.-k (Chemical kinetics in biological systems )
 82.45.Tv (Bioelectrochemistry )
 82.56.Pp (NMR of biomolecules)
 82.56.Ub (Structure determination with NMR)
 82.60.-s (Chemical thermodynamics )

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