Add to ORKGA family of two-step multiderivative methods based on Pade approximants to the exponential function is developed. The methods are analysed and periodicity intervals in PECE mode are calculated. Two of the methods are tested on two problems from the literature and one predictor-corrector combination is tested on two further problems
AbstractIn this paper numerical methods involving higher order derivatives for the solution of perio...
summary:This paper is the continuation of the paper "Generalized periodic overimplicit multistep met...
summary:This paper is the continuation of the paper "Generalized periodic overimplicit multistep met...
A family of one-step multiderivative methods based on Padé approximants to the exponential function ...
Phase—lag computations are carried out for a family of two-step multiderivative methods for solving ...
AbstractSecond-, fourth- and sixth-order methods are developed and analysed for the numerical soluti...
AbstractPhase-lag computations are considered for a family of two-step methods for solving second or...
Two families of computational methods are discussed for the solution of second order periodic initia...
summary:The paper deals with some new methods for the numerical solution of initial value problems f...
AbstractWe consider the construction of methods based on trigonometric polynomials for the initial v...
Second, fourth and sixth order methods are developed and analysed for the numerical solution of line...
summary:The paper deals with some new methods for the numerical solution of initial value problems f...
Second, fourth and sixth order methods are developed and analysed for the numerical solution of non-...
AbstractDahlquist[1] established that the most accurate unconditionally stable linear multistep sche...
AbstractWe extend to n-dimensional case a known multi-point family of iterative methods for solving ...
AbstractIn this paper numerical methods involving higher order derivatives for the solution of perio...
summary:This paper is the continuation of the paper "Generalized periodic overimplicit multistep met...
summary:This paper is the continuation of the paper "Generalized periodic overimplicit multistep met...
A family of one-step multiderivative methods based on Padé approximants to the exponential function ...
Phase—lag computations are carried out for a family of two-step multiderivative methods for solving ...
AbstractSecond-, fourth- and sixth-order methods are developed and analysed for the numerical soluti...
AbstractPhase-lag computations are considered for a family of two-step methods for solving second or...
Two families of computational methods are discussed for the solution of second order periodic initia...
summary:The paper deals with some new methods for the numerical solution of initial value problems f...
AbstractWe consider the construction of methods based on trigonometric polynomials for the initial v...
Second, fourth and sixth order methods are developed and analysed for the numerical solution of line...
summary:The paper deals with some new methods for the numerical solution of initial value problems f...
Second, fourth and sixth order methods are developed and analysed for the numerical solution of non-...
AbstractDahlquist[1] established that the most accurate unconditionally stable linear multistep sche...
AbstractWe extend to n-dimensional case a known multi-point family of iterative methods for solving ...
AbstractIn this paper numerical methods involving higher order derivatives for the solution of perio...
summary:This paper is the continuation of the paper "Generalized periodic overimplicit multistep met...
summary:This paper is the continuation of the paper "Generalized periodic overimplicit multistep met...