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...roach to the Kontsevich Quantization Formula | journal = Communications in Mathematical Physics | volume = 212 | issue = 3 | pages = 591–611 | doi = 10.1007/s00220 ==Deformation quantization of a Poisson algebra== ...

...Fedosov|first=B. V.|title=A simple geometrical construction of deformation quantization|journal=Journal of Differential Geometry|volume=40|year=1994|issue=2|pages= [[Category:Mathematical physics]] ...

== Mathematical Formulation == .../math> is a phase shift determined by the Berry phase and the Landau level quantization. ...

In the [[mathematics|mathematical]] field of [[topology]], a '''free loop''' is a variant of the notion of a * Brylinski, Jean-Luc: Loop spaces, characteristic classes and geometric quantization. Reprint of the 1993 edition. Modern Birkhäuser Classics. Birkhäuser Boston ...

...[[Pennsylvania State University]], she left academia in 2003 to found the mathematical consulting company Brylinski Research with her husband, [[Jean-Luc Brylinsk ...At Pennsylvania State, she was co-director of the Center for Geometry and Mathematical Physics.{{r|cv|robinson}} ...

| fields = [[Mathematical physics]] ...ty]], Stony Brook, NY, and a leading researcher at the Euler International Mathematical Institute, Saint Petersburg, Russia.<ref name="TakhtajanSUNY">[http://www.m ...

{{Short description|Mathematical method in quantum-mechanics}} The SWKB approximation then writes the Born–Sommerfeld quantization condition from the WKB approximation in terms of <math>W(x)</math>. ...

| fields = [[Mathematical Physics]] ...e=ETH Zürich, Mathematics Department|url=https://www.math.ethz.ch/research/mathematical-physics/giovanni-felder.html}}</ref> ...

| known_for = [[Asymptotic expansions]] of Functions of mathematical physics and their eigenvalues, [[Quantum field theory]], [[Periodic instan ...eoretical physicist specializing in [[Theoretical particle physics]] and [[Mathematical physics]]. ...

...] "for contributions to information theory, particularly coding theory and quantization".<ref>{{cite web|url=https://services27.ieee.org/fellowsdirectory/getdetail 3. Key works on [[Quantization (signal processing)|quantization]]: ...

In [[mathematical physics]], the '''Dirac–von Neumann axioms''' give a [[mathematical formulation of quantum mechanics]] in terms of [[linear operator|operator]] ...the Mathematical Structure of Quantum Mechanics |series=Advanced Series in Mathematical Physics |edition=2nd |volume= 28 |publisher=World Scientific Publishing Co. ...

...aslov, ''Nonlinear Poisson Brackets: Geometry and Quantization.'' American Mathematical Society, Providence, 1993. ...ipative systems: IV. Analogues of Lie algebras and groups" Theoretical and Mathematical Physics. Vol.110. No.2. (1997) pp.168-178.] ...

{{Short description|Quantization giving rise to photons}} The '''quantization of the electromagnetic field''' is a procedure in physics turning Maxwell's ...

== Derivation for One-bit Quantization == ..._1 r_2} = K_Q \phi_{y_1 y_2}</math>.</blockquote>The above equation is the mathematical expression of the stated "Bussgang‘s theorem". ...

{{Short description|Mathematical physics relation}} ...]] and [[high energy physics]], the '''Wu–Yang dictionary''' refers to the mathematical identification that allows back-and-forth translation between the concepts ...

...thfrak{g})</math> and the Yang&ndash;Baxter equation |journal=[[Letters in Mathematical Physics]] |volume=10 |year=1985 |number=1 |pages=63&ndash;69 |doi=10.1007/B ...icians 986 |volume=1 |pages=798&ndash;820 |year=1987 |publisher=[[American Mathematical Society]] |authorlink=Vladimir Drinfeld}} ...

...ate=August 2024}}{{Short description|Quantum field that enables consistent quantization}}{{Quantum field theory}} ...ts exceeds the number of physical [[degrees of freedom]]. Ghosts ensure '''mathematical consistency''' in gauge theories. ...

...ethod of the Inverse Problem and the Heisenberg Xyz Model |journal=Russian Mathematical Surveys |date=31 October 1979 |volume=34 |issue=5 |pages=11–68 |doi=10.1070 ...e quantum inverse scattering method starts by the [[quantization (physics)|quantization]] of the Lax representation and reproduces the results of the Bethe ansatz. ...

In [[mathematical physics]], the '''De Donder–Weyl theory''' is a generalization of the [[Ham ...ikov: [https://arxiv.org/abs/gr-qc/0012074 ''Precanonical Quantum Gravity: quantization without the space-time decomposition''], arXiv:gr-qc/0012074 (submitted on ...

{{Short description|Austrian mathematician and mathematical physicist}} ...aurice Alexis de Gosson de Varennes) is an [[Austria]]n mathematician and mathematical physicist, born in Berlin.<ref>Biography at the NuHAG website – University ...