[PDF] Top 20 Calculus of variations with convexity constraint
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Calculus of variations with convexity constraint
... studies calculus of variations problems under a con- vexity ...existence of solutions for noncon- vex lagrangians or functionals with linear ...examples of applications are ... Voir le document complet
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MAXIMIZATION OF THE STEKLOV EIGENVALUES WITH A DIAMETER CONSTRAINT
... loss of convexity near the two corners observed in the ...convexity constraint. For k ∈ {2, 3} we observe obvious departs from the convexity near the parts where the results in Figure 2 ... Voir le document complet
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Approximation of variational problems with a convexity constraint by PDEs of Abreu type
... ε ) −1 and U ε is the cofactor matrix of D 2 u ε . We further assume that there is an α > 0 such that (f (x, u) − f (x, v))(u − v) ≥ α(u − v) 2 , ∀(u, v) ∈ R d , and a.e. x ∈ Ω (5.4) which amounts to say that ... Voir le document complet
16
Remarks on Toland's duality, convexity constraint and optimal transport
... V with values in ...difference of two convex functions (henceforth DC) has received a lot of attention in the literature and Toland’s duality states that the value of the DC problem (Q) ... Voir le document complet
13
On principal curves with a length constraint
... the calculus of variations and shape optimization community “average- distance problem” or, for p = 1, “irrigation problem”, has been introduced by Buttazzo and Stepanov (2003); Buttazzo et ...sets, ... Voir le document complet
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A Parametric Propagator for Pairs of Sum Constraints with a Discrete Convexity Property
... value of z (line 10). Domain filtering according to constraint (10) takes place in lines 5 and ...domain of a variable for a unary constraint is provided by the ...semantics of ... Voir le document complet
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Detecting rigid convexity of bivariate polynomials
... Now consider a line passing through the origin, parametrized as x(t, z) = tz where t ∈ R is a parameter and z ∈ R n is any vector with unit norm. For all z, the symmetric matrix F (x(t, z)) = F 0 + t(z 1 F 1 + · · ... Voir le document complet
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Testing convexity of a discrete distribution
... shape constraint for discrete ...number of species is estimated assuming a convex abundance distribution, we develop here a goodness- of-fit test for convexity of the underlying pmf on ... Voir le document complet
14
Reasoning with Co-Variations
... set of differences between two or more states of ...loss of a property, ...change of degree ...represent variations as an attribute of an ordered set of objects (at least ... Voir le document complet
11
Comparison of volume constraint and mass constraint in structural topology optimization with multiple materials
... results of the three-phase solid materials problem ...problems of multiphase materials, it is observed that the mass constraint is more significant and important than the volume ...mass ... Voir le document complet
9
The Attributed Pi Calculus with Priorities
... combination of a concurrent process language, i.e. the π-calculus, and a sequential core language, ...modeling of biologi- cal systems becomes possible on multiple ...modeling of the ... Voir le document complet
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Modeling SpaceWire networks with network calculus
... router with service curve β S = NM j=1 β j ...way of using this model and have to rely on the more pessimistic ”blind multiplexing” model [8], Theorem ... Voir le document complet
8
Scenario Realizability with Constraint Optimization
... encoding of variation domains and ...input of the ...value of the cost ...approximations of the global ...solver with the time needed to provide a solution, and stores them for a ... Voir le document complet
16
Rewriting Constraint Models with Metamodels
... in constraint programming is to rewrite constraint models into executable programs calculat- ing the ...phase of constraint processing may require translations between constraint ... Voir le document complet
10
Application of the calculus of variations in determining optimum flight profiles for commercial short haul aircraft
... The procedure used in making a change in the control program for this problem was to either make an effort to only decrease the performance index or to only improve [r] ... Voir le document complet
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Analysis of AES, SKINNY, and Others with Constraint Programming
... decryption with related keys, the situation becomes more complicated. One of the purpose of the key schedule algorithm is to resist against such ...expense of a larger number of rounds ... Voir le document complet
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Extending the Calculus of Constructions with Tarski's fix-point theorem
... level of expertise of programmers in conventional functional ...predecessors of the initial input for a chosen well-founded rela- tion, but these requirements appear as proof obligations that are ... Voir le document complet
16
A Classical Sequent Calculus with Dependent Types
... domain of terms Throughout the article, we only worked with terms of a unique type N, hence it is natural to wonder whether it is possible to extend the domain of terms in dL tp ˆ , for ... Voir le document complet
43
Representation of the Signal Transduction with Aberrance Using Ipi Calculus
... pathways of molecule interactions provide communication between the cell membrane and intracellular endpoints, leading to some change in the ...composed of 14 kinds of proteins. A protein ligand ... Voir le document complet
9
A Classical Sequent Calculus with Dependent Types
... language with control operators (or other kinds of side effects), soundness often turns out to be subtle to preserve in ...presence of side effects were related to references [ 39 ] and polymorphism ... Voir le document complet
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