KMS state - Wikipedia
In the statistical mechanics of quantum mechanical systems and quantum field theory, the properties of a system in thermal equilibrium can be described by a mathematical object called a Kubo–Martin–Schwinger (KMS) state: a state satisfying the KMS condition. Ryogo Kubo introduced the condition in 1957, Paul C. Martin [de] and Julian Schwinger used it in 19… See more
OverviewThe simplest case to study is that of a finite-dimensional Hilbert space, in which one does not encounter complications … See more
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KMS - Wikipedia
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• KMS state (Kubo–Martin–Schwinger), in quantum thermodynamics
• Kernel mode-setting, of computer displayWikipedia · Text under CC-BY-SA licenseKMS States and Thermal States - Physics Stack Exchange
Jan 29, 2018 · If you consider KMS states (maybe not for water but for model systems like quantum spin systems or free particles Fermions or Bosons, the latter having a Bose-Einstein …
Tomita–Takesaki theory - Wikipedia
In the theory of von Neumann algebras, a part of the mathematical field of functional analysis, Tomita–Takesaki theory is a method for constructing modular automorphisms of von Neumann …
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KMS Condition -- from Wolfram MathWorld
Dec 9, 2024 · The Kubo-Martin-Schwinger (KMS) condition is a kind of boundary-value condition which naturally emerges in quantum statistical mechanics and related areas.
About: KMS state - DBpedia Association
In the statistical mechanics of quantum mechanical systems and quantum field theory, the properties of a system in thermal equilibrium can be described by a mathematical object called …
Just as the Gibbs state is characterised by the variational principle as being a minimiser of the free energy, general KMS states are equivalently defined by satisfying the energy-entropy …
KMS state - chemeurope.com
The statistical mechanics of quantum field theory (see thermal quantum field theory) at the inverse temperature β and chemical potential μ can be characterized by a condition called the KMS …
KMS state | EPFL Graph Search
In the statistical mechanics of quantum mechanical systems and quantum field theory, the properties of a system in thermal equilibrium can be described by a mathematical object called …
KMS state — Wikipedia Republished // WIKI 2
In the statistical mechanics of quantum mechanical systems and quantum field theory, the properties of a system in thermal equilibrium can be described by a mathematical object called …
KMS states for negative temperatures have no physical meaning, except for very special systems like the above one. However, for historical reasons, they are widely used in the mathematical …
KMS state - Wikiwand
In the statistical mechanics of quantum mechanical systems and quantum field theory, the properties of a system in thermal equilibrium can be described by a mathematical object called …
KMS-States - SpringerLink
Principally, we investigate the Kubo—Martin—Schwinger, or KMS, condition briefly outlined in the Introduction and used in the calculation of the Gibbs states of the ideal Fermi and Bose gases. …
measure on X gives rise to a KMS state on the C -algebra naturally associated to the pair (X;T) such that the inverse temperature coincides with the Haus-dor dimension. We prove that the …
KMS (hypertext) - Wikipedia
KMS, an abbreviation of Knowledge Management System, was a commercial second generation hypermedia system, originally created as a successor for the early hypermedia system ZOG. …
KMS状態 - Wikipedia
量子力学や場の量子論の系の統計力学では、熱平衡状態にある系の性質を数学的な対象で記述することができて、久保-マーティン-シュウィンガー状態(KMS state)、一般には KMS状態 と …
Greater St. Louis - Wikiwand
Greater St. Louis is the 21st-largest metropolitan statistical area (MSA) in the United States, [3][4] the largest in Missouri, and the second-largest in Illinois. Its core city — St. Louis, Missouri …
KSDK - Wikipedia
KSDK (channel 5) is a television station in St. Louis, Missouri, United States, affiliated with NBC and owned by Tegna Inc. The station's studios are located on Market Street in Downtown St. …
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St. Louis - Wikipedia
St. Louis (/ seɪnt ˈluːɪs, sənt -/ saynt LOO-iss, sənt-) [11] is an independent city in the U.S. state of Missouri. It is located near the confluence of the Mississippi and the Missouri rivers.
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