Compactness methods for quasi-linear evolution-equations
Comparison of exact and approximate causal solutions of a model curved-space wave equation
Comparison of Some Solution Concepts for Linear First-order Hyperbolic Differential Equations With Non-smooth Coefficients
Comparison theorems for a class of first order Hamilton-Jacobi equations
Comparison theorems for Riccati inequalities arising in the theory of PDEs with -Laplacian.
Compatible discretization of second-order elliptic problems.
Complex absorbing potential method for systems [Book]
Complex methods in non-linear analysis
Comportement asymptotique de la fonction spectrale de l'opérateur de Laplace-Beltrami sur une variété ayant des singularités coniques
Comportements limites des solutions de certains problèmes mixtes pour des équations paraboliques et leurs applications
Computing exact solutions to a generalized Lax-Sawada-Kotera-Itô seventh-order KdV equation.
Conditions de Levi pour le problème de Cauchy pour une classe d'équations hyperboliques à caractéristique triples
Conditions de non-existence de trajectoires de phase fermées d'un système de points matériels.
Conditions d'hyperbolicité pour les systèmes à multiplicité constante, de rang pouvant varier
Conditions ensuring T-1(Y) ⊂ Y.
The following theorem is the main result of the paper: Let X be a complex Banach space and T belong to L(X). Suppose that 0 lies at the unbounded component of the set of those l such that lI - T is a Fredholm operator. Let Y be a dense subspace of the dual space X' and S be a closed operator from Y to X such that T'(Y) is contained in Y and TSy = ST'y for every y belonging to Y. Then for every vector x belonging to X', T'x belongs to Y if and only if x belongs to Y.
Cônes symplectiques et opérateurs de Toeplitz
Conformal metrics with constant -curvature.
Consequences of symmetries on the analysis and construction of turbulence models.
Conservation laws for equations related to soil water equations.
Consistent models for electrical networks with distributed parameters
A system of one-dimensional linear parabolic equations coupled by boundary conditions which include additional state variables, is considered. This system describes an electric circuit with distributed parameter lines and lumped capacitors all connected through a resistive multiport. By using the monotony in a space of the form , one proves the existence and uniqueness of a variational solution, if reasonable engineering hypotheses are fulfilled.