Mathematical analysis of non-Gaussian regime origination in numerical integration of isoelectrofocusing problem

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The mathematical analysis of the problem of so-called “non-Gaussian” regimes in the computational solution of the integro-differential isoelectric focusing (IEF) problem is done. Due to the problem analytic transformation, the development of the optimization algorithms and the numerical asymptotic testing, it is found that non-Gaussian regimes are the property of the original mathematical problem, and not the computational error accumulation consequence.

Mathematical simulation, boundary-value problem, gaussian distribution, optimization algorithm, non-gaussian regimes

Короткий адрес: https://sciup.org/14249858

IDR: 14249858

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