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A multilevel local mesh refinement strategy is used to deal with the local singularity problem.
For each class we report the smallest codimension of the local singularity in which unfolding the class first appears.
It suffices to say that for discrete systems to be integrable, a proper local singularity structure is not enough.
Some boundary layer and local singularity problems are used to demonstrate the superiority of the present method.
This implies that functions in the space H p 1, p 2 n p 1 ( R n ) can have a local singularity at some point in R n.
It turns out that these local singularity regions should be refined in computational process, making sure that errors in the stress fields can be reduced.
Similar(49)
For direct limit state analysis problems, the accuracy of numerical solutions is highly affected by local singularities arising from localized yield stresses.
Thus, the summability operator is more robust with respect to local "singularities" in a function.
Unlike Wienholtz, they could allow local singularities such as atoms in Stark fields.
Unlike their method, this one seems to require pointwise bounds and doesn't allow for local singularities.
It is already known that the discrete wavelet transform has been applied to detect local singularities of signals.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com