Abramovs transfer method for ordinary dierential equations ODE transfers linear boundary value problems into initial value problems and systems of linear algebraic equations that have to be solved K Balla and R Marz applied Abramovs transfer method to homogenized index dierential algebraic equations DAE In this paper a direct version of the transfer method for inhomogeneous dierential algebraic equations is formulated and stability is proved Keywords dierentialalgebraic equations boundary value problems transfer of boundary conditions stability AMSMOS L B Abbreviated titl
Abstract Asymptotic properties of solutions of general linear dierentialalgebraic equations DAEs a...
The article presents a computational method to solve boundary value problems for the loaded differen...
By the use of the corresponding shift matrix, the paper gives a criterion for the unique solvability...
. The transfer of boundary conditions for ordinary differential equations developed by Abramov [1] i...
Abramov’s transfer method for ordinary differential equations (ODE) transfers linear boundary value ...
The transfer of boundary conditions for ordinary differential equations developed by Abramov [1] is ...
summary:Numerical solution of linear boundary value problems for ordinary differential equations by ...
In this thesis we consider the numerical solution of boundary value problems for differential algebr...
AbstractBoundary value methods for the solution of differential-algebraic equations are described. W...
Boundary value methods for the solution of differential-algebraic equations are described. We consid...
In this paper we consider solution spaces of linear indextractable dif ferential algebraic equations...
AbstractFor the homogeneous linear index 1-tractable DAE we give the characterization of the linear ...
Ordinary dierential equations (ODEs) describe phenomena that change contin-uously. They arise in mod...
By means of the reduction of boundary value problems to algebraic ones, conditions for the existence...
AbstractWe present a new approach for expressing and solving boundary problems for linear ordinary d...
Abstract Asymptotic properties of solutions of general linear dierentialalgebraic equations DAEs a...
The article presents a computational method to solve boundary value problems for the loaded differen...
By the use of the corresponding shift matrix, the paper gives a criterion for the unique solvability...
. The transfer of boundary conditions for ordinary differential equations developed by Abramov [1] i...
Abramov’s transfer method for ordinary differential equations (ODE) transfers linear boundary value ...
The transfer of boundary conditions for ordinary differential equations developed by Abramov [1] is ...
summary:Numerical solution of linear boundary value problems for ordinary differential equations by ...
In this thesis we consider the numerical solution of boundary value problems for differential algebr...
AbstractBoundary value methods for the solution of differential-algebraic equations are described. W...
Boundary value methods for the solution of differential-algebraic equations are described. We consid...
In this paper we consider solution spaces of linear indextractable dif ferential algebraic equations...
AbstractFor the homogeneous linear index 1-tractable DAE we give the characterization of the linear ...
Ordinary dierential equations (ODEs) describe phenomena that change contin-uously. They arise in mod...
By means of the reduction of boundary value problems to algebraic ones, conditions for the existence...
AbstractWe present a new approach for expressing and solving boundary problems for linear ordinary d...
Abstract Asymptotic properties of solutions of general linear dierentialalgebraic equations DAEs a...
The article presents a computational method to solve boundary value problems for the loaded differen...
By the use of the corresponding shift matrix, the paper gives a criterion for the unique solvability...