2 citations · 2 across the 2 of their papers we have counts for
6 papers
A Comperative Numerical Study Based on Cubic Polynomial and Trigonometric B-splines for the Gardner Equation
Ozlem Ersoy Hepson, Alper Korkmaz, Idiris Dag
Two cubic B-spline functions from different families are placed to the collocation method for the numerical solutions to the Gardner equation.Four models describing propagation of…
Numerical Solutions of Reaction-Diffusion Equation Systems with Trigonometric Quintic B-spline Collocation Algorithm
Aysun Tok Onarcan, Nihat Adar, İdiris Dag
In this study, the numerical solutions of reaction-diffusion systems are investigated via the trigonometric quintic B-spline nite element collocation method. These equations appear…
A collocation method based on extended cubic B-splines for numerical solutions of the Klein-Gordon equation
Alper Korkmaz, Ozlem Ersoy, Idiris Dag
A generalization of classical cubic B-spline functions with a parameter is used as basis in the collocation method. Some initial boundary value problems constructed on the nonlinea…
On the numerical solution of the Klein-Gordon equation by Exponential B-spline collocation method
Ozlem Ersoy Hepson, Alper Korkmaz, Idiris Dag
In the present study, we solve initial boundary value problem construted on nonlinear Klein-Gordon equation. The collocation method on exponential cubic B-spline functions forming…
Motion of Patterns Modeled by the Gray-Scott Autocatalysis System in One Dimension
Alper Korkmaz, Ozlem Ersoy, Idiris Dag
Occupation of an interval by self-replicating initial pulses is studied numerically. Two different approximates in different categories are proposed for the numerical solutions of…
Solitary wave simulations of the Boussinesq Systems
Ozlem Ersoy, Idiris Dag, Alper Korkmaz
In the study, the collocation method based on exponential cubic B-spline functions is proposed to solve one dimensional Boussinesq systems numerically. Two initial boundary value p…