DOIAbstract
AbstractAssuming a uniqueness assumption on the variational boundary value problems, uniqueness and existence is established for problems which generalize focal boundary value problems
AbstractAssuming a uniqueness assumption on the variational boundary value problems, uniqueness and existence is established for problems which generalize focal boundary value problems
This work formulates existence, uniqueness, and uniqueness-implies-existence theorems for solutions...
We prove a uniqueness result for a class of problem of the Calculus of Variations which are non-stri...
[[abstract]]The uniqueness of solutions of certain boundary value problems implies their existence f...
AbstractGiven an appropriate growth condition for f and a uniqueness assumption on y(n)=0 with respe...
AbstractThe existence and uniqueness of solutions for the boundary value problems with general linea...
AbstractAssuming f is bounded and solutions to the linearized equation are unique, the uniqueness an...
AbstractAssuming f is bounded and solutions to the linearized equation are unique, the uniqueness an...
ABSTRACT. It is assumed that solutions of the dierential equation y000 = f(x; y; y0; y00), with cert...
AbstractGiven an appropriate growth condition for f and a uniqueness assumption on y(n)=0 with respe...
In this note we solve a problem posed by J. M. Ball in [3] about the uniqueness of smooth equilibriu...
summary:Existence and uniqueness theorem is established for a variational problem including Biot's m...
AbstractSome recent results from a problem in viscous hydrodynamics have suggested a novel type of b...
We prove a uniqueness result for a class of problem of the Calculus of Variations which are non-stri...
We consider a family of three point $n-2 ,1,1$ conjugate boundary value problems for $n$th order non...
This work formulates existence, uniqueness, and uniqueness-implies-existence theorems for solutions ...
This work formulates existence, uniqueness, and uniqueness-implies-existence theorems for solutions...
We prove a uniqueness result for a class of problem of the Calculus of Variations which are non-stri...
[[abstract]]The uniqueness of solutions of certain boundary value problems implies their existence f...
AbstractGiven an appropriate growth condition for f and a uniqueness assumption on y(n)=0 with respe...
AbstractThe existence and uniqueness of solutions for the boundary value problems with general linea...
AbstractAssuming f is bounded and solutions to the linearized equation are unique, the uniqueness an...
AbstractAssuming f is bounded and solutions to the linearized equation are unique, the uniqueness an...
ABSTRACT. It is assumed that solutions of the dierential equation y000 = f(x; y; y0; y00), with cert...
AbstractGiven an appropriate growth condition for f and a uniqueness assumption on y(n)=0 with respe...
In this note we solve a problem posed by J. M. Ball in [3] about the uniqueness of smooth equilibriu...
summary:Existence and uniqueness theorem is established for a variational problem including Biot's m...
AbstractSome recent results from a problem in viscous hydrodynamics have suggested a novel type of b...
We prove a uniqueness result for a class of problem of the Calculus of Variations which are non-stri...
We consider a family of three point $n-2 ,1,1$ conjugate boundary value problems for $n$th order non...
This work formulates existence, uniqueness, and uniqueness-implies-existence theorems for solutions ...
This work formulates existence, uniqueness, and uniqueness-implies-existence theorems for solutions...
We prove a uniqueness result for a class of problem of the Calculus of Variations which are non-stri...
[[abstract]]The uniqueness of solutions of certain boundary value problems implies their existence f...
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