This paper presents the Single Term Walsh Series (STWS) technique to determine the numerical solution to stiff linear systems of delay differential equations (DDEs) with single and multiple constant delays. The applicability of this technique is demonstrated with examples of stiff delay systems. The discrete solutions obtained using the STWS technique is compared with their corresponding exact solutions
This thesis concerns mainly in modifying existence method of Block Backward Differentiation Formulas...
[[abstract]]Shift Walsh matrix is first introduced. Them times mshift Walsh matrix is formed from th...
This thesis describes the development of predictor-corrector variable stepsize variable order based ...
142 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1981.Delay differential equations ...
Many physical systems are characterized by a set of first order ordinary differential equations (ODE...
The importance of delay differential equations (DDEs), in modelling mathematical bi-ological, engine...
This paper presents a comparison of Single Term Walsh Series (STWS) technique and the extended Runge...
This paper illustrates an application of the Single Term Walsh Series (STWS) technique in solving st...
This paper deals to the study and approximation of stiff delay differential equations based on an an...
AbstractThis paper is concerned with the numerical solution of delay differential equations (DDEs). ...
[[abstract]]The time-varying delay is first approximated by a piecewise-constant function. Then the ...
This article discusses the numerical solution of a general class of delay differential equations, in...
This paper demonstrates a systematic derivation of high order numerical methods from stochastic Tayl...
We propose stabilized explicit stochastic Runge–Kutta methods of strong order one half for Itô stoch...
This paper demonstrates a systematic derivation of high order numerical methods from stochastic Tayl...
This thesis concerns mainly in modifying existence method of Block Backward Differentiation Formulas...
[[abstract]]Shift Walsh matrix is first introduced. Them times mshift Walsh matrix is formed from th...
This thesis describes the development of predictor-corrector variable stepsize variable order based ...
142 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1981.Delay differential equations ...
Many physical systems are characterized by a set of first order ordinary differential equations (ODE...
The importance of delay differential equations (DDEs), in modelling mathematical bi-ological, engine...
This paper presents a comparison of Single Term Walsh Series (STWS) technique and the extended Runge...
This paper illustrates an application of the Single Term Walsh Series (STWS) technique in solving st...
This paper deals to the study and approximation of stiff delay differential equations based on an an...
AbstractThis paper is concerned with the numerical solution of delay differential equations (DDEs). ...
[[abstract]]The time-varying delay is first approximated by a piecewise-constant function. Then the ...
This article discusses the numerical solution of a general class of delay differential equations, in...
This paper demonstrates a systematic derivation of high order numerical methods from stochastic Tayl...
We propose stabilized explicit stochastic Runge–Kutta methods of strong order one half for Itô stoch...
This paper demonstrates a systematic derivation of high order numerical methods from stochastic Tayl...
This thesis concerns mainly in modifying existence method of Block Backward Differentiation Formulas...
[[abstract]]Shift Walsh matrix is first introduced. Them times mshift Walsh matrix is formed from th...
This thesis describes the development of predictor-corrector variable stepsize variable order based ...