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Three-dimensional digitalization and modelling is proved to be the basis for the virtual recovery of paintings in a significant edifice.
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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.
The model is proved by the thermal coefficients of resistivity in LRS.
And the theoretical model is proved to be reasonable by simulations.
The adequacy of the developed mathematical model is proved by ANOVA.
Finally, the adequacy of the developed mathematical model is proved by ANOVA.
And from the calculation results, the reduced-order model is proved to enjoy good precision.
The constitutive model is proved to be consistent with the theory of continuum mechanics.
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