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Exponentially convergent functional-discrete method for eigenvalue transmission problems with a discontinuous flux and the potential as a function in the space \(L_1\) - MaRDI portal

Exponentially convergent functional-discrete method for eigenvalue transmission problems with a discontinuous flux and the potential as a function in the space \(L_1\) (Q2442031)

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Exponentially convergent functional-discrete method for eigenvalue transmission problems with a discontinuous flux and the potential as a function in the space \(L_1\)
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    Exponentially convergent functional-discrete method for eigenvalue transmission problems with a discontinuous flux and the potential as a function in the space \(L_1\) (English)
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    31 March 2014
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    linear and nonlinear eigenvalue problem
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    integrable potential
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    transmission conditions
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    discontinuous flux
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    parallel algorithm
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    Adomian polynomials
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    superexponentially convergent algorithm
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