critical points
Vector critical points and generalized quasi efficient solutions in nonsmooth multi objective programming
... The rest of this work is organized as follows. In Section , we recall some basic defi- nitions and preliminary results. Besides, the notions of approximately invex function of higher order with respect to vector-valued ...
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Stability of Quantum Critical Points in the Presence of Competing Orders
... We investigate the stability of quantum critical points 共 QCPs 兲 in the presence of two competing phases. These phases near QCPs are assumed to be either classical or quantum and assumed to repulsively ...
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Zeros, Critical Points, and Coefficients of Random Functions
... A natural variation from the classical random function questions is to flip the model. That is, if we start with the zeros of a polynomial or an analytic function to be IID random variables, then form these functions in ...
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Equality of critical points for polymer depinning transitions with loop exponent one
... the critical points were shown to be distinct for all β > 0 for the case of c = 3/2 and ϕ(n) asymptotically a positive constant, a case about which physicists had long disagreed ([DHV92], ...
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ZEROS, CRITICAL POINTS, AND COEFFICIENTS OF RANDOM FUNCTIONS
... A natural variation from the classical random function questions is to flip the model. That is, if we start with the zeros of a polynomial or an analytic function to be IID random variables, then form these functions in ...
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The Strength of the Bus Structure with the Determination of Critical Points
... allegedly critical points of the framework were determined; these especially occurred on the door ...the points which were previously analysed with the FEA ...
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Critical Points of Solutions to Semilinear Elliptic Problems in 3D Space
... the critical circle under small per- turbations of D is by no means ...the critical set of u is a also a 2D circle inside the ...this critical circle is unstable. It collapse to a finite number of ...
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Rigidity for critical points in the Lévy Gromov inequality
... volume-constrained critical points of perimeter), in this note we ask what can be said about critical points in the variational problem corresponding to the Lévy-Gromov inequality, and, at ...
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Global Stability of Critical Points for Type SIS Epidemiological Model
... This article presents a new version of the test of the Global Stability of Critical Points for Type SIS Epidemiological Model, through the Dulac criteria, via reduction to the absurd. It can be noted that ...
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Quenched and annealed critical points in polymer pinning models
... quenched critical points are different has con- cerned the physics community, with disagreeing ...two critical points are equal, while in [5] it was claimed that they are different and a ...
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Equality of critical points for polymer depinning transitions with loop exponent one
... two critical points actually differ and whether the specific heat exponent (describing the behavior of the free energy as u decreases to the critical point) is different in the quenched ...
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Determining Critical Points of Handwritten Mathematical Symbols Represented as Parametric Curves
... numerical errors. Error bounds can grow exponentially with the degree of the polynomial, and the relative errors can be infinitely larger in one basis than in another. Our contribution in this thesis is to determine ...
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Computational Modelling of Critical Points and Structural Discontinuities
... LAYOUT IN-TIME IMPLICIT/EXPLICIT ALGORITHM CONTINUUM-BASED BEAM ELEMENT SUBCYCLING ALGORITHM I/E-E CONCLUSION AND FURTHER RESEARCH.. COMPUTATIONAL MODELING OF CRITICAL POINTS AND STRUCTU[r] ...
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Finding Vector Critical Points on Hadamard Manifolds: Nonsmooth Case
... In this section, we relate Nash’s equilibrium and critical points. A Nash strat- egy requires n players, each optimizing his own criterion given that all other criteria are fixed by the rest of the players. ...
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Monodromy problem for the degenerate critical points
... nilpotent critical point at the origin, the monodromy problem has been solved, but for the strongly degenerate critical points this problem is still ...the critical point is monodromic, the ...
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Scaling dimensions of higher charge monopoles at deconfined critical points
... cates that the N´eel–VBS transition on the honeycomb lattice should not be in this universality class, and would most likely be driven first order. Quantum MC results for such systems [20, 32, 33] have seen no clear ...
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CRITICAL POINTS IN THE PROGRESS OF A CAPITAL CASE
... "because the [sentencer's] failure to consider all of the mitigating evidence risks erroneous imposition of the death sentence in plain violation of Lockett, it is our duty to [r] ...
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Neuroscience, Rehabilitation and New Technologies: Perspectives and critical points for a synergistic development
... main points regarding the competences and activities of PRM Doctors being the main rehabilitation medical specialist in any health condition; the tools are scienti ic aspects (really litter at now) but mainly ...
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Critical points for the Hausdorff Dimension of pairs of pants
... In contrast to Theorem 2, there is a suggestion that for sufficiently small values of b we have that ( b 3 , b 3 , b 3 ) is actually a local maximum, rather than a local minimum. These values of b appear to be beyond the ...
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Muscle channelopathies and critical points in functional and genetic studies
... Muscle channelopathies are caused by mutations in ion channel genes, by antibodies directed against ion channel proteins, or by changes of cell homeostasis leading to aberrant splicing of ion channel RNA or to ...
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