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by
Yu, Weiming, author.
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- is introduced. Stability and error analysis results, together with some numerical examples of
by
He, Xuan, author.
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verify the theoretical analysis and show that the model outperforms ROF in preserving contrast. They also
by
Nardini, John, author.
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leads to different rates of convergence as numerical resolution increases. We use residual analysis to
by
Zhang, Yangwen, author.
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provide challenges for numerical methods and the associated numerical analysis. In this thesis, we use an
by
Jensen, Alathea, author. (orcid)0000-0002-2399-0815
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importance sampling algorithms, stochastic enumeration, and conduct rigorous analysis, both theoretical and
by
Dursch, Julian J., author.
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. These analytic results are followed up by a numerical analysis that has the goal to illustrate the
by
Yadav, Rajesh, author.
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magnetogasdynamics. It also gives a description of self-similar motion, radiation phenomenon, dimensional analysis
by
Gonzalez, Josselyn, author.
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understanding of numerical data. Cluster analysis, in particular, provides insight into the inherent patterns
by
Zhang, Qi, author.
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analysis, including error bound and Lojasiewicz inequality. They can he regarded as relaxed definitions of
by
Strong, Scott A., author.
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differential equation amenable to both symbolic and numerical analysis. (Abstract shortened by ProQuest.).
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