AbstractIn this note, the uniqueness of solution for mixed problems recently studied in [1] is proved. This fact guarantees that the numerical solutions constructed in [1] converge to the unique solution of the problem
AbstractWe give some uniqueness theorems for regular solutions to the Dirichlet problem associated w...
AbstractThe existence and uniqueness of solutions for the boundary value problems with general linea...
Of fundamental importance in physics are problems whose mathematical formulation requires at least ...
AbstractIn this note, the uniqueness of solution for mixed problems recently studied in [1] is prove...
summary:We provide a simpler proof for a recent generalization of Nagumo's uniqueness theorem by A. ...
AbstractIn this paper we shall show that the initial value problemx′=q(x)g(t,x),x(0)=xohas on an int...
AbstractIn [A. G. Ramm, Inverse Problems 3 (1987), L77–L82] a method to prove uniqueness theorems is...
AbstractWe study the existence and approximation of a nontrivial positive solution for a nonlinear o...
We deal with existence and uniqueness of positive solutions of an elliptic boundary value problem mo...
AbstractIn this paper we study the uniqueness question of positive solutions of the two point bounda...
AbstractThe purpose of this paper is to give a simple uniqueness result for a class of nonlinear par...
AbstractA general uniqueness theorem for the abstract Cauchy problem x′(t) = f(t, x(t)); x(t) = P(t)...
AbstractLet ∇2u+K2u+K2a1(x)u+∇·(a2(x)∇u)= −δ(x−1) in R3, where a1(x) ∈ L2(D), a2(x) ∈ H2(D), D ∈ R−3...
We study the wave equation on infinite graphs. On one hand, in contrast to the wave equation on mani...
AbstractWe give a very short proof of uniqueness of solutions of equations regarding observation con...
AbstractWe give some uniqueness theorems for regular solutions to the Dirichlet problem associated w...
AbstractThe existence and uniqueness of solutions for the boundary value problems with general linea...
Of fundamental importance in physics are problems whose mathematical formulation requires at least ...
AbstractIn this note, the uniqueness of solution for mixed problems recently studied in [1] is prove...
summary:We provide a simpler proof for a recent generalization of Nagumo's uniqueness theorem by A. ...
AbstractIn this paper we shall show that the initial value problemx′=q(x)g(t,x),x(0)=xohas on an int...
AbstractIn [A. G. Ramm, Inverse Problems 3 (1987), L77–L82] a method to prove uniqueness theorems is...
AbstractWe study the existence and approximation of a nontrivial positive solution for a nonlinear o...
We deal with existence and uniqueness of positive solutions of an elliptic boundary value problem mo...
AbstractIn this paper we study the uniqueness question of positive solutions of the two point bounda...
AbstractThe purpose of this paper is to give a simple uniqueness result for a class of nonlinear par...
AbstractA general uniqueness theorem for the abstract Cauchy problem x′(t) = f(t, x(t)); x(t) = P(t)...
AbstractLet ∇2u+K2u+K2a1(x)u+∇·(a2(x)∇u)= −δ(x−1) in R3, where a1(x) ∈ L2(D), a2(x) ∈ H2(D), D ∈ R−3...
We study the wave equation on infinite graphs. On one hand, in contrast to the wave equation on mani...
AbstractWe give a very short proof of uniqueness of solutions of equations regarding observation con...
AbstractWe give some uniqueness theorems for regular solutions to the Dirichlet problem associated w...
AbstractThe existence and uniqueness of solutions for the boundary value problems with general linea...
Of fundamental importance in physics are problems whose mathematical formulation requires at least ...
DOI
Add to ORKG