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A Numerical Energy Reduction Approach for Semilinear Diffusion-Reaction Boundary Value Problems Based on Steady-State Iterations - MaRDI portal

A Numerical Energy Reduction Approach for Semilinear Diffusion-Reaction Boundary Value Problems Based on Steady-State Iterations (Q5889028)

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scientific article; zbMATH DE number 7679127
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A Numerical Energy Reduction Approach for Semilinear Diffusion-Reaction Boundary Value Problems Based on Steady-State Iterations
scientific article; zbMATH DE number 7679127

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    A Numerical Energy Reduction Approach for Semilinear Diffusion-Reaction Boundary Value Problems Based on Steady-State Iterations (English)
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    26 April 2023
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    semilinear elliptic PDE
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    steady states
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    fixed-point iterations
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    energy minimization
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    iterative Galerkin procedures
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    adaptive finite element methods
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