Nine formulations of quantum mechanics | Zendy

Daniel F. Styer | Zendy; Miranda S. Balkin | Zendy; Kathryn M. Becker | Zendy; Matthew R. Burns | Zendy; Christopher E. Dudley | Zendy; Scott Forth | Zendy; Jeremy S. Gaumer | Zendy; Mark Kramer | Zendy; D. Oertel | Zendy; Leonard H. Park | Zendy; Marie T. Rinkoski | Zendy; Clait T. Smith | Zendy; Timothy D. Wotherspoon | Zendy

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Nine formulations of quantum mechanics

Author(s) -

Daniel F. Styer,

Miranda S. Balkin,

Kathryn M. Becker,

Matthew R. Burns,

Christopher E. Dudley,

Scott Forth,

Jeremy S. Gaumer,

Mark Kramer,

D. Oertel,

Leonard H. Park,

Marie T. Rinkoski,

Clait T. Smith,

Timothy D. Wotherspoon

Publication year - 2002

Publication title -

american journal of physics

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.541

H-Index - 99

eISSN - 1943-2909

pISSN - 0002-9505

DOI - 10.1119/1.1445404

Subject(s) - physics , quantization (signal processing) , path integral formulation , wave function , classical mechanics , phase space , quantum mechanics , quantum , theoretical physics , mathematics , algorithm

Nine formulations of nonrelativistic quantum mechanics are reviewed. These are the wavefunction, matrix, path integral, phase space, density matrix, second quantization, variational, pilot wave, and Hamilton–Jacobi formulations. Also mentioned are the many-worlds and transactional interpretations. The various formulations differ dramatically in mathematical and conceptual overview, yet each one makes identical predictions for all experimental results.

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