Add to ORKGWe study an infinite system of differential equations of the second order. Some special cases of the system result from application of the decomposition method to some hyperbolic equations. We discuss the existence and uniqueness questions in the space l2r+1. The proved theorem enables us to investigate some optimal control and differential game problems described by such a system
In this dissertation, we deal with Hamiltonian Lane-Emden type systems where in place of the Laplace...
In this dissertation, we deal with Hamiltonian Lane-Emden type systems where in place of the Laplace...
AbstractLet T be a differential operator in a Hilbert space generated by a first-order infinite syst...
We study an infinite system of differential equations of the second order. Some special cases of the...
We consider an infinite system of differential equations of the second order. Existence and uniquene...
Different approaches have been used by many researchers to solve control problems for parabolic and ...
summary:Sufficient conditions for the problem \[ {\partial ^2 u\over \partial x\partial y}=P_0(x,y)u...
AbstractAn abstract evolution equation in Hilbert spaces is considered. In the deterministic case, i...
summary:Nonimprovable, in a sense sufficient conditions guaranteeing the unique solvability of the p...
This thesis deals with the solutions of differential game problems described by some infinite syste...
This thesis deals with the solutions of differential game problems described by some infinite syste...
summary:The nonimprovable sufficient conditions for the unique solvability of the problem \[ u^{\pri...
AbstractIn this paper we shall show that the initial value problemx′=q(x)g(t,x),x(0)=xohas on an int...
summary:The nonimprovable sufficient conditions for the unique solvability of the problem \[ u^{\pri...
summary:Nonimprovable, in a sense sufficient conditions guaranteeing the unique solvability of the p...
In this dissertation, we deal with Hamiltonian Lane-Emden type systems where in place of the Laplace...
In this dissertation, we deal with Hamiltonian Lane-Emden type systems where in place of the Laplace...
AbstractLet T be a differential operator in a Hilbert space generated by a first-order infinite syst...
We study an infinite system of differential equations of the second order. Some special cases of the...
We consider an infinite system of differential equations of the second order. Existence and uniquene...
Different approaches have been used by many researchers to solve control problems for parabolic and ...
summary:Sufficient conditions for the problem \[ {\partial ^2 u\over \partial x\partial y}=P_0(x,y)u...
AbstractAn abstract evolution equation in Hilbert spaces is considered. In the deterministic case, i...
summary:Nonimprovable, in a sense sufficient conditions guaranteeing the unique solvability of the p...
This thesis deals with the solutions of differential game problems described by some infinite syste...
This thesis deals with the solutions of differential game problems described by some infinite syste...
summary:The nonimprovable sufficient conditions for the unique solvability of the problem \[ u^{\pri...
AbstractIn this paper we shall show that the initial value problemx′=q(x)g(t,x),x(0)=xohas on an int...
summary:The nonimprovable sufficient conditions for the unique solvability of the problem \[ u^{\pri...
summary:Nonimprovable, in a sense sufficient conditions guaranteeing the unique solvability of the p...
In this dissertation, we deal with Hamiltonian Lane-Emden type systems where in place of the Laplace...
In this dissertation, we deal with Hamiltonian Lane-Emden type systems where in place of the Laplace...
AbstractLet T be a differential operator in a Hilbert space generated by a first-order infinite syst...