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Covariant gaussian approximation in Ginzburg–Landau model
J. F. Wang
*
, D. P. Li
, H. C. Kao
, Baruch Rosenstein
*
此作品的通信作者
電子物理學系
研究成果
:
Article
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同行評審
10
引文 斯高帕斯(Scopus)
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Keyphrases
Fluctuation Effects
100%
Ward Identities
100%
Gaussian Approximation
100%
Critical Fluctuations
100%
Superconductivity
50%
Symmetry Breaking
50%
Order Parameter
50%
High-Tc Superconductors
50%
Monte Carlo Simulation
50%
Renormalization Group Method
50%
Green's Function
50%
Renormalization
50%
Goldstone Bosons
50%
Strong Fluctuation
50%
Magnetic Penetration Depth
50%
High-Tc Cuprates
50%
Monte Carlo Experiment
50%
Mean Field
50%
Second-order Phase Transition
50%
Nernst Effect
50%
Gaussian Fluctuations
50%
Conductivity Effects
50%
Self-consistent Method
50%
Universal Characteristic
50%
Magnetization Effect
50%
Condensed Matter Systems
50%
Ginzburg Criterion
50%
Pseudogap Phenomena
50%
Mean-field Approximation
50%
Earth and Planetary Sciences
Broken Symmetry
100%
Cuprates
100%
Critical Temperature
100%
Renormalization Group Methods
100%
Correlator
100%
Nernst-Ettingshausen Effect
100%
Superconductivity
100%
Magnetism
100%
Physics
Gaussian Distribution
100%
Monte Carlo Method
66%
Physics
33%
Broken Symmetry
33%
Renormalization Group Methods
33%
Green's Functions
33%
Condensed Matter Physics
33%
Cuprates
33%
Critical Temperature
33%
Superconductivity
33%
Nernst-Ettingshausen Effect
33%
Magnetism
33%
Engineering
Gaussians
100%
Superconductivity
33%
Penetration Depth
33%
Critical Field
33%
Correlator
33%
Green's Functions
33%
Superconductor
33%