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- Title
A smooth approximation for non-linear second order boundary value problems using composite non-polynomial spline functions.
- Authors
Chaurasia, Anju; Gupta, Yogesh; Srivastava, Prakash C.
- Abstract
A different amalgamation of non-polynomial splines is used to find the approximate solution of linear and non-linear second order boundary value problems. Cubic spline functions are assembled with exponential and trigonometric functions to develop the different orders of numerical schemes. Free parameter k of the non-polynomial part is also used to form a new scheme, which elevates the accuracy of the solution. Numerical illustrations are given to validate the applicability and feasibility of the present methods and also depicted in the graphs.
- Publication
Studia Universitatis Babes-Bolyai, Mathematica, 2020, Vol 65, Issue 3, p453
- ISSN
0252-1938
- Publication type
Academic Journal
- DOI
10.24193/subbmath.2020.3.11