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Uniqueness of solutions for constrained Elastica
Physica D: Nonlinear Phenomena, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Pocheau, Alain, Roman, Benoît
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Mathematical Logic Quarterly, 2006
AbstractIt is folklore that if a continuous function on a complete metric space has approximate roots and in a uniform manner at most one root, then it actually has a root, which of course is uniquely determined. Also in Bishop's constructive mathematics with countable choice, the general setting of the present note, there is a simple method to ...
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AbstractIt is folklore that if a continuous function on a complete metric space has approximate roots and in a uniform manner at most one root, then it actually has a root, which of course is uniquely determined. Also in Bishop's constructive mathematics with countable choice, the general setting of the present note, there is a simple method to ...
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Eureka!, 2018
Essentra Components will bring new products to EDS with their team on hand to demonstrate bespoke capabilities
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Essentra Components will bring new products to EDS with their team on hand to demonstrate bespoke capabilities
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Prolongement Unique Des Solutions
Communications in Partial Differential Equations, 1996We prove a unique continuation property for solutions of Stokes equations with a non regular potential. For this, we state a Carleman's inequality which concerns the Laplace operator.
Caroline Fabre +2 more
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1972
Any normal NMR spectrum for a general spin system — one which contains no symmetry or weak coupling — arises from one and only one set of parameters, if the absolute signs of the coupling constants and the labelling of nuclei are disregarded. This holds for both the isotropic case [45] and the case involving partially oriented molecules [64].
P. Diehl, H. Kellerhals, E. Lustig
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Any normal NMR spectrum for a general spin system — one which contains no symmetry or weak coupling — arises from one and only one set of parameters, if the absolute signs of the coupling constants and the labelling of nuclei are disregarded. This holds for both the isotropic case [45] and the case involving partially oriented molecules [64].
P. Diehl, H. Kellerhals, E. Lustig
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UNIQUENESS OF GROUND STATE SOLUTIONS
Acta Mathematica Scientia, 1988Summary: We discuss the uniqueness of ground state solutions of the problem \[ \Delta u+f(u)=0\quad in\quad R^ n;\quad u(x)\to 0\quad as\quad | x| \to \infty, \] where \(N>2\), f(u) satisfies some conditions which ensure the existence of a ground state solution.
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Communications in Partial Differential Equations, 1978
(1978). Uniqueness of Solutions to . Communications in Partial Differential Equations: Vol. 3, No. 11, pp. 1053-1076.
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(1978). Uniqueness of Solutions to . Communications in Partial Differential Equations: Vol. 3, No. 11, pp. 1053-1076.
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Formulation, Uniqueness, and Solution Strategies
1989The essential equations of the linear theory of elasticity have been derived. Restated concisely are the equilibrium conditions, the kinematic relations with the compatibility constraints, and the constitutive law for isotropic materials. These equations are combined in force, displacement, and mixed formulations.
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Unique Situations, Individualized Solutions
2019This important chapter details a collection of challenging cases which required innovative/uncommon solutions. It is hoped that this chapter underscores the vital importance of careful individualization in each case, starting with a sound excision plan.
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Unique Solutions in Data Exchange
2014Data exchange is the problem of transforming data structured according to a source schema into data structured according to a target schema, via a mapping specified by rules in the form of source-to-target tuple generating dependencies. In this context, given a source instance and a mapping, there might be more than one valid target instance that ...
Nhung Ngo, Enrico Franconi
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