MATHEMATICAL ANALYSIS OF NON-GAUSSIAN REGIME ORIGINATION IN NUMERICAL INTEGRATION OF ISOELECTROFOCUSING PROBLEM

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 t...

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Main Author: Lyudmila V. Sakharova
Format: Article
Language:Russian
Published: Don State Technical University 2018-07-01
Series:Вестник Донского государственного технического университета
Subjects:
Online Access:https://vestnik.donstu.ru/jour/article/view/581
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author Lyudmila V. Sakharova
author_facet Lyudmila V. Sakharova
author_sort Lyudmila V. Sakharova
collection DOAJ
description 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.
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spelling doaj.art-4cdb0ace99ba44dc85e3ebac303338062022-12-22T00:47:46ZrusDon State Technical UniversityВестник Донского государственного технического университета1992-59801992-60062018-07-01124515574MATHEMATICAL ANALYSIS OF NON-GAUSSIAN REGIME ORIGINATION IN NUMERICAL INTEGRATION OF ISOELECTROFOCUSING PROBLEMLyudmila V. Sakharova0Mathematics Department, Admiral Ushakov Maritime State Academy, Rostov-on-Don branchThe 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.https://vestnik.donstu.ru/jour/article/view/581mathematical simulationboundary-value problemnon-gaussian regimesgaussian distributionoptimization algorithm.
spellingShingle Lyudmila V. Sakharova
MATHEMATICAL ANALYSIS OF NON-GAUSSIAN REGIME ORIGINATION IN NUMERICAL INTEGRATION OF ISOELECTROFOCUSING PROBLEM
Вестник Донского государственного технического университета
mathematical simulation
boundary-value problem
non-gaussian regimes
gaussian distribution
optimization algorithm.
title MATHEMATICAL ANALYSIS OF NON-GAUSSIAN REGIME ORIGINATION IN NUMERICAL INTEGRATION OF ISOELECTROFOCUSING PROBLEM
title_full MATHEMATICAL ANALYSIS OF NON-GAUSSIAN REGIME ORIGINATION IN NUMERICAL INTEGRATION OF ISOELECTROFOCUSING PROBLEM
title_fullStr MATHEMATICAL ANALYSIS OF NON-GAUSSIAN REGIME ORIGINATION IN NUMERICAL INTEGRATION OF ISOELECTROFOCUSING PROBLEM
title_full_unstemmed MATHEMATICAL ANALYSIS OF NON-GAUSSIAN REGIME ORIGINATION IN NUMERICAL INTEGRATION OF ISOELECTROFOCUSING PROBLEM
title_short MATHEMATICAL ANALYSIS OF NON-GAUSSIAN REGIME ORIGINATION IN NUMERICAL INTEGRATION OF ISOELECTROFOCUSING PROBLEM
title_sort mathematical analysis of non gaussian regime origination in numerical integration of isoelectrofocusing problem
topic mathematical simulation
boundary-value problem
non-gaussian regimes
gaussian distribution
optimization algorithm.
url https://vestnik.donstu.ru/jour/article/view/581
work_keys_str_mv AT lyudmilavsakharova mathematicalanalysisofnongaussianregimeoriginationinnumericalintegrationofisoelectrofocusingproblem