Kardar–Parisi–Zhang equation
In mathematics, the Kardar–Parisi–Zhang (KPZ) equation is a non-linear stochastic partial differential equation, introduced by Mehran Kardar, Giorgio Parisi, and Yi-Cheng Zhang in 1986. It describes the temporal change of a height field with spatial coordinate and time coordinate : Here is white Gaussian noise with average and second moment , , and are parameters of the model and is the dimension. In one spatial dimension the KPZ equation corresponds to a stochastic version of the Burgers' equation with field via the substitution .
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Asymmetric simple exclusion processBurgers' equationDynamic scalingGiorgio ParisiIvan CorwinKPZKPZ-EquationKPZ equationKardar-Parisi-Zhang equationKardar-Parisi-Zhang modelKardar–Parisi–Zhang modelList of nonlinear partial differential equationsMehran KardarParisiRegularity structureRough pathStochastic partial differential equationSurface growth
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Kardar–Parisi–Zhang equation
In mathematics, the Kardar–Parisi–Zhang (KPZ) equation is a non-linear stochastic partial differential equation, introduced by Mehran Kardar, Giorgio Parisi, and Yi-Cheng Zhang in 1986. It describes the temporal change of a height field with spatial coordinate and time coordinate : Here is white Gaussian noise with average and second moment , , and are parameters of the model and is the dimension. In one spatial dimension the KPZ equation corresponds to a stochastic version of the Burgers' equation with field via the substitution .
has abstract
In mathematics, the Kardar–Par ...... in the case of the SOS model.
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La ecuación KPZ (por las inici ...... iales y temporales arroja que:
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カーダー・パリージ・ザン方程式（英: Kardar–Pari ...... 方程式で記述される界面は巨視的にはオーバーハングを持たない。
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February 2021
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reason
The problem is that is not sm ...... the small scale fluctuations.
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In mathematics, the Kardar–Par ...... h field via the substitution .
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La ecuación KPZ (por las inici ...... tipo de solución. En concreto:
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カーダー・パリージ・ザン方程式（英: Kardar–Pari ...... 方程式で記述される界面は巨視的にはオーバーハングを持たない。
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label
Ecuación de Kardar–Parisi–Zhang
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Kardar–Parisi–Zhang equation
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カーダー・パリージ・ザン方程式
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