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Sigma model information


In physics, a sigma model is a field theory that describes the field as a point particle confined to move on a fixed manifold. This manifold can be taken to be any Riemannian manifold, although it is most commonly taken to be either a Lie group or a symmetric space. The model may or may not be quantized. An example of the non-quantized version is the Skyrme model; it cannot be quantized due to non-linearities of power greater than 4. In general, sigma models admit (classical) topological soliton solutions, for example, the skyrmion for the Skyrme model. When the sigma field is coupled to a gauge field, the resulting model is described by Ginzburg–Landau theory. This article is primarily devoted to the classical field theory of the sigma model; the corresponding quantized theory is presented in the article titled "non-linear sigma model".

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Sigma model

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In physics, a sigma model is a field theory that describes the field as a point particle confined to move on a fixed manifold. This manifold can be taken...

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Quantum Heisenberg model

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related to the prototypical Ising model, where at each site of a lattice, a spin σ i ∈ { ± 1 } {\displaystyle \sigma _{i}\in \{\pm 1\}} represents a microscopic...

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Sigma

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Sigma (/ˈsɪɡmə/ SIG-mə; uppercase Σ, lowercase σ, lowercase in word-final position ς; Greek: σίγμα) is the eighteenth letter of the Greek alphabet. In...

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Mitsubishi Sigma

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Wikimedia Commons has media related to Mitsubishi Sigma. Mitsubishi Sigma is a model name that was used by the Japanese automobile manufacturer Mitsubishi...

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Skyrmion

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field configuration of a certain class of non-linear sigma models. It was originally proposed as a model of the nucleon by (and named after) Tony Skyrme in...

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Chrysler Sigma

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base model, badged Sigma Galant. The Saturn engine was good for 56 kW (75 hp) of power and 117 N⋅m (86 lb⋅ft) of torque. The mid-range model, the Sigma GL...

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Ising model

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e^{\beta h\sigma _{L}}e^{\beta J\sigma _{L}\sigma _{1}}=\sum _{\sigma _{1},\ldots ,\sigma _{L}}V_{\sigma _{1},\sigma _{2}}V_{\sigma _{2},\sigma _{3}}\cdots...

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List of quantum field theories

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Scalar, spinor and gauge Standard Model Chiral model Non-linear sigma model Wess–Zumino–Witten model Wess–Zumino model Supersymmetric Yang–Mills Seiberg–Witten...

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Six Sigma

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Six Sigma (6σ) is a set of techniques and tools for process improvement. It was introduced by American engineer Bill Smith while working at Motorola in...

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Chiral model

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is a nonlinear sigma model with the principal homogeneous space of a Lie group G {\displaystyle G} as its target manifold. When the model was originally...

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Vasicek model

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dr_{t}=a(b-r_{t})\,dt+\sigma \,dW_{t}} where Wt is a Wiener process under the risk neutral framework modelling the random market risk factor, in that it models the continuous...

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Sigma factor

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contains exactly one sigma factor subunit, which in the model bacterium Escherichia coli is one of those listed below. The number of sigma factors varies between...

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Lean Six Sigma

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United States in 1986. Six Sigma was developed within Motorola to compete with the kaizen (or lean manufacturing) business model in Japan.[citation needed]...

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Topological string theory

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two-dimensional surfaces. A quantum field theory known as the N = (1,1) sigma model is defined on each surface. This theory consist of maps from the surface...

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Sigma Guitars

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through 1983. The first Sigmas were typically dreadnought acoustic, although Grand Concert Series (GCS) and classical models were also produced from the...

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Mitsubishi Galant

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"Eterna Σ" (Sigma) in Japan, "Sapporo" in Europe, and in the US as "Galant Σ" (1988 model year) followed by plain "Sigma" (1989 to 1990 model years). The...

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SABR volatility model

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parameter σ {\displaystyle \sigma } . SABR is a dynamic model in which both F {\displaystyle F} and σ {\displaystyle \sigma } are represented by stochastic...

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Design for Six Sigma

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Design for Six Sigma (DFSS) is a collection of best-practices for the development of new products and processes. It is sometimes deployed as an engineering...

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Autoregressive model

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the model mean, and { ϵ t } {\displaystyle \{\epsilon _{t}\}} is a white-noise process with zero mean and constant variance σ {\displaystyle \sigma } ...

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