summary:The author considers the convergence of quasilinear nonstationary multistep methods for systems of ordinary differential with parameters. Sufficient conditions for their convergence are given. The new numerical method is tested for two examples and it turns out to be a little better than the Hamming method
Bu tez çalışmasında adi diferansiyel denklemlerin çözümü için farklı metodlar incelenmiş, bilinen me...
summary:The paper deals with some new methods for the numerical solution of initial value problems f...
AbstractIn this paper we derive new generalized multistep methods with variable stepsize for initial...
summary:The author considers the convergence of quasilinear nonstationary multistep methods for syst...
summary:The author considers the convergence of quasilinear nonstationary multistep methods for syst...
Many numerical methods used to solve ordinary differential equations or differential-algebraic equat...
The objective of this paper is to prove the convergence of a linear implicit multi-step numerical me...
In the present paper, we consider a construction proposed in Xiao and Yin (2016) to improve the orde...
This paper studies a general method for the numerical integration of ordinary differential equations...
summary:In the present paper we are concerned with the problem of numerical solution of ordinary dif...
AbstractA norm is introduced which allows the extension of bistability and biconvergence results of ...
summary:This paper presents a class of numerical methods for approximate solution of systems of ordi...
summary:A general theory of one-step methods for two-point boundary value problems with parameters i...
This book deals with methods for solving nonstiff ordinary differential equations. The first chapter...
A great many physical occurrences give rise to problems that often result in differential equations....
Bu tez çalışmasında adi diferansiyel denklemlerin çözümü için farklı metodlar incelenmiş, bilinen me...
summary:The paper deals with some new methods for the numerical solution of initial value problems f...
AbstractIn this paper we derive new generalized multistep methods with variable stepsize for initial...
summary:The author considers the convergence of quasilinear nonstationary multistep methods for syst...
summary:The author considers the convergence of quasilinear nonstationary multistep methods for syst...
Many numerical methods used to solve ordinary differential equations or differential-algebraic equat...
The objective of this paper is to prove the convergence of a linear implicit multi-step numerical me...
In the present paper, we consider a construction proposed in Xiao and Yin (2016) to improve the orde...
This paper studies a general method for the numerical integration of ordinary differential equations...
summary:In the present paper we are concerned with the problem of numerical solution of ordinary dif...
AbstractA norm is introduced which allows the extension of bistability and biconvergence results of ...
summary:This paper presents a class of numerical methods for approximate solution of systems of ordi...
summary:A general theory of one-step methods for two-point boundary value problems with parameters i...
This book deals with methods for solving nonstiff ordinary differential equations. The first chapter...
A great many physical occurrences give rise to problems that often result in differential equations....
Bu tez çalışmasında adi diferansiyel denklemlerin çözümü için farklı metodlar incelenmiş, bilinen me...
summary:The paper deals with some new methods for the numerical solution of initial value problems f...
AbstractIn this paper we derive new generalized multistep methods with variable stepsize for initial...
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