We introduce a new class of explicit two-step peer methods with the aim of improving the stability properties of already existing peer methods, by making use of coefficients depending on the Jacobian of the Ordinary Differential Equations (ODEs) system to solve. Numerical tests highlight the best stability and accuracy properties of the new methods compared to the classical and equation-dependent ones proposed in Conte et al. (Lect Notes Comput Sci 12949:309-324, 2021)
It is the purpose of this work to present exponentially fitted explicit two-step peer methods for t...
This paper concerns the construction of a general class of exponentially fitted two-step implicit pe...
It is the purpose of this work to present exponentially fitted explicit two-step peer methods for th...
In this talk, explicit, parallelizable and optimally zero-stable peer methods with accuracy order p ...
In this paper we derive new explicit two-stage peer methods for the numerical solution of ordinary d...
In this paper, we present a general class of exponentially fitted two-step peer methods for the nume...
AbstractWe present a new class of explicit two-step peer methods for the solution of nonstiff differ...
textabstractIn this paper we investigate an new class of implicit-explicit two-step methods of Peer...
Linearly-implicit two-step peer methods are successfully applied in the numerical solution of ordina...
It is the purpose of this work to present exponentially fitted explicit two-step peer methods for t...
This paper concerns the construction of a general class of exponentially fitted two-step implicit pe...
It is the purpose of this work to present exponentially fitted explicit two-step peer methods for th...
In this talk, explicit, parallelizable and optimally zero-stable peer methods with accuracy order p ...
In this paper we derive new explicit two-stage peer methods for the numerical solution of ordinary d...
In this paper, we present a general class of exponentially fitted two-step peer methods for the nume...
AbstractWe present a new class of explicit two-step peer methods for the solution of nonstiff differ...
textabstractIn this paper we investigate an new class of implicit-explicit two-step methods of Peer...
Linearly-implicit two-step peer methods are successfully applied in the numerical solution of ordina...
It is the purpose of this work to present exponentially fitted explicit two-step peer methods for t...
This paper concerns the construction of a general class of exponentially fitted two-step implicit pe...
It is the purpose of this work to present exponentially fitted explicit two-step peer methods for th...