Add to ORKGConsider the differential equation y 0 = F(x, y). We determine the weakest possible upper bound on |F(x, y) − F(x, z)| which guarantees that this equation has for all initial values a unique solution, which exists globally
In this note we consider the computability of the solution of the initial- value problem for ordina...
summary:We provide a simpler proof for a recent generalization of Nagumo's uniqueness theorem by A. ...
In this note we consider the computability of the solution of the initial- value problem for ordina...
summary:In this paper we give some new results concerning solvability of the 1-dimensional different...
summary:In this paper we give some new results concerning solvability of the 1-dimensional different...
AbstractWe present some new uniqueness criteria for the Cauchy problem x′(t)=ft,x(t),x(t0)=x0, based...
AbstractA theory is presented for absolutely continuous solutions of the general scalar first order ...
We establish some uniqueness results near 0 for ordinary differential equations of the type u (n) (t...
In this note, we present an elementary proof of the uniqueness of the solutions of the initial value...
AbstractIn this note we consider the computability of the solution of the initial-value problem for ...
In this note we consider the computability of the solution of the initial-value problem for ordinary...
We present some generalized Lipschitz conditions which imply uniqueness of solutions for scalar ODEs...
summary:Nonimprovable, in a sense sufficient conditions guaranteeing the unique solvability of the p...
Abstract In this note, we try to generalize the classical Cauchy-Lipschitz-Picard theorem on the glo...
summary:Nonimprovable, in a sense sufficient conditions guaranteeing the unique solvability of the p...
In this note we consider the computability of the solution of the initial- value problem for ordina...
summary:We provide a simpler proof for a recent generalization of Nagumo's uniqueness theorem by A. ...
In this note we consider the computability of the solution of the initial- value problem for ordina...
summary:In this paper we give some new results concerning solvability of the 1-dimensional different...
summary:In this paper we give some new results concerning solvability of the 1-dimensional different...
AbstractWe present some new uniqueness criteria for the Cauchy problem x′(t)=ft,x(t),x(t0)=x0, based...
AbstractA theory is presented for absolutely continuous solutions of the general scalar first order ...
We establish some uniqueness results near 0 for ordinary differential equations of the type u (n) (t...
In this note, we present an elementary proof of the uniqueness of the solutions of the initial value...
AbstractIn this note we consider the computability of the solution of the initial-value problem for ...
In this note we consider the computability of the solution of the initial-value problem for ordinary...
We present some generalized Lipschitz conditions which imply uniqueness of solutions for scalar ODEs...
summary:Nonimprovable, in a sense sufficient conditions guaranteeing the unique solvability of the p...
Abstract In this note, we try to generalize the classical Cauchy-Lipschitz-Picard theorem on the glo...
summary:Nonimprovable, in a sense sufficient conditions guaranteeing the unique solvability of the p...
In this note we consider the computability of the solution of the initial- value problem for ordina...
summary:We provide a simpler proof for a recent generalization of Nagumo's uniqueness theorem by A. ...
In this note we consider the computability of the solution of the initial- value problem for ordina...