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Theoretical convergence of our continuous and discrete models is proved and our methods are tested in numerical experiments.
The analogous problem for the characteristic models is proved to be intractable, even if the possible exponential size of the output is taken into account.
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First, the existing models are proved wrong by the facts.
Various models were proved to perform very well.
Finally, good predictive ability of the suggested models was proved with five additional verification experiments.
In the next step, accuracy and validity of these mathematical models are proved both statistically and experimentally.
The mathematical models for calculating kinetics values were established, and the models were proved to be valid for predicting lignocellulosic biomass pyrolysis behavior.
The model is proved to be a convex nonlinear program.
A uniqueness theorem for this model is proved.
Capitalizing on the structure property of Vandermonde matrices, PARALIND model is proved to be unique.
Using the reservoir numerical simulation technology, this model is proved to be valid and accurate.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com