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A memory-efficient Broyden method to compute fixed points of non-linear maps arising in periodically forced processes - MaRDI portal

A memory-efficient Broyden method to compute fixed points of non-linear maps arising in periodically forced processes (Q5744237)

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scientific article; zbMATH DE number 6542041
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A memory-efficient Broyden method to compute fixed points of non-linear maps arising in periodically forced processes
scientific article; zbMATH DE number 6542041

    Statements

    A memory-efficient Broyden method to compute fixed points of non-linear maps arising in periodically forced processes (English)
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    18 February 2016
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    nonlinear system
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    Newton's method
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    Broyden's method
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    Broyden rank reduction method
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    Krylov subspace
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    convergence
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    reverse flow reactor
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    semilinear parabolic partial differential equation
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