On an example problem from optimize/nonlin.py

Dear all, my question is addressed to the authors of https://github.com/scipy/scipy/blob/master/scipy/optimize/nonlin.py. I am looking for more detailed description of the nonlinear integro-differential equation which is a test problem for Newton-Krylov iteration in the documentation: \nabla^2 P = 10 \left(\int_0^1\int_0^1\cosh(P)\,dx\,dy\right)^2 As a computational scientist I would like to know the origin of this problem and possibly to get some references on related scientific papers. Thank you very much! Best, Boris

Hi, Sun, 17 Apr 2016 20:10:19 +0300, Boris Faleichik kirjoitti:
my question is addressed to the authors of https://github.com/scipy/scipy/blob/master/scipy/optimize/nonlin.py.
I am looking for more detailed description of the nonlinear integro-differential equation which is a test problem for Newton-Krylov iteration in the documentation:
\nabla^2 P = 10 \left(\int_0^1\int_0^1\cosh(P)\,dx\,dy\right)^2
This is just some random equation. There's no physical or otherwise background for it. -- Pauli Virtanen
participants (2)
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Boris Faleichik
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Pauli Virtanen