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Global methods are used to compute all the eigenvalues of the discretized system.
From this singular value, we introduce a numerical tool to compute all the steady bifurcated branches.
Furthermore, the proposed method is used to compute all the parameters of a PI controller which stabilize a control system with an interval plant family.
We then present online algorithms that also enable us to compute all the Abelian periods of all the prefixes of w.
An example is given to show how the presented algorithm can be used to compute all the parameters of a PIλDμ controller which stabilize a interval plant family.
This modified architecture works in a non-separable fashion using a parallel filter structure with distributed control to compute all the DWT resolution levels.
The same tree structure is used to compute all the variables of interest and those required during the integration of the governing equations.
In this article, we present efficient and stable numerical schemes to simulate three-dimensional quantum dot with irregular shape, so that we can compute all the bound state energies and associated wave functions.
We compute all the interesting monodromies in some nontrivial examples and link our work to recent results and conjectures concerning helices and mutations.
The following lemma allows us to state an algorithm to compute all the balanced integers greater than a given balanced integer.
Being an NP-complete problem, it is also not feasible to compute all the independent sets in a general wireless networks as proposed by [5].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com