Results 71 to 80 of about 22,159,556 (179)
On the possibility of applying variational inequalities to computer networks
The possibility of applying a Variational Inequality model to the study of computer networks is analysed. In particular it is shown how the concepts of duality and potential for a Variational Inequality naturally arise and are crucial in this analysis.
Letizia Pellegrini
doaj
Variational analysis of landscape elevation and drainage networks. [PDF]
Hooshyar M, Anand S, Porporato A.
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On matrix-variate regression analysis
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Resolvent Iterative Methods for Solving System of Extended General Variational Inclusions
We introduce and consider some new systems of extended general variational inclusions involving six different operators. We establish the equivalence between this system of extended general variational inclusions and the fixed points using the resolvent
Al-Said Eisa +2 more
doaj
Interaction Testing in Variation Analysis
Relationships of cause and effect are of prime importance for explaining scientific phenomena. Often, rather than just understanding the effects of causes, researchers also wish to understand how a cause $X$ affects an outcome $Y$ mechanistically -- i.e., what are the causal pathways that are activated between $X$ and $Y$. For analyzing such questions,
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Autoencoders for genomic variation analysis
Modern biobanks are providing numerous high-resolution genomic sequences of diverse populations. In order to account for diverse and admixed populations, new algorithmic tools are needed in order to properly capture the genetic composition of populations.
Margarita Geleta +3 more
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Variational Analysis of Evolution Inclusions
The paper is devoted to optimization problems of the Bolza and Mayer types for evolution systems governed by nonconvex Lipschitzian differential inclusions in Banach spaces under endpoint constraints described by finitely many equalities and inequalities with generally nonsmooth functions. We develop a variational analysis of such problems mainly based
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Variational analysis of determinantal varieties
Determinantal varieties -- the sets of bounded-rank matrices or tensors -- have attracted growing interest in low-rank optimization. The tangent cone to low-rank sets is widely studied and underpins a range of geometric methods. The second-order geometry, which encodes curvature information, is more intricate.
Yan Yang 0012 +2 more
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Second-order variational analysis of PV-battery energy management using jacobi equations. [PDF]
Mundu MM +5 more
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Variational analysis of sensory feedback mechanisms in powerstroke-recovery systems. [PDF]
Yu Z, Thomas PJ.
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