Quasilinear systems associated with superconductivity
The paper considers the existence and regularity of weak solutions for a quasilinear system arising from superconductivity. In order to understand the nucleation of instability in the mathematical theory of superconductors, the corresponding semilinear system is usually studied.
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Some new results on interval-valued volterra integro-differential equations for caputo fractional derivative. [PDF]
Noureen S, Zehra A, Tolasa FT.
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A critical points approach for the existence of multiple solutions of a Dirichlet quasilinear system
J. Graef, S. Heidarkhani, L. Kong
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Nonlinear SPDEs and Maximal Regularity: An Extended Survey. [PDF]
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Chorus wave power at the strong diffusion limit overcomes electron losses due to strong diffusion. [PDF]
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Ray RK, Beretta GP.
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Siegel JH, He W, Ren T.
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