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STABILITY, UNIQUE EXISTENCE AND CONVERGENCE OF ENERGY PRESERVING FINITE ELEMENT SCHEME FOR ALLEN-CAHN EQUATION BY MEANS OF THE DISCRETE VARIATIONAL DERIVATIVE METHOD - MaRDI portal

STABILITY, UNIQUE EXISTENCE AND CONVERGENCE OF ENERGY PRESERVING FINITE ELEMENT SCHEME FOR ALLEN-CAHN EQUATION BY MEANS OF THE DISCRETE VARIATIONAL DERIVATIVE METHOD (Q4978537)

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scientific article; zbMATH DE number 6759778
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STABILITY, UNIQUE EXISTENCE AND CONVERGENCE OF ENERGY PRESERVING FINITE ELEMENT SCHEME FOR ALLEN-CAHN EQUATION BY MEANS OF THE DISCRETE VARIATIONAL DERIVATIVE METHOD
scientific article; zbMATH DE number 6759778

    Statements

    STABILITY, UNIQUE EXISTENCE AND CONVERGENCE OF ENERGY PRESERVING FINITE ELEMENT SCHEME FOR ALLEN-CAHN EQUATION BY MEANS OF THE DISCRETE VARIATIONAL DERIVATIVE METHOD (English)
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    11 August 2017
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    discrete variational derivative method
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    Allen-Cahn equation
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    energy preserving
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    finite element method
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    stability
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    convergence
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    error estimate
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