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Solving nonlinear integral equations and nonlinear integro-differential equations using laplace adomian decomposition method through sagemathPublished in IAEME Publication
2020
Volume: 11
Issue: 6
Pages: 298 - 306
Adomain decomposition method is a powerful technique to solve nonlinear differential equations and nonlinear Integro-differential equations. This paper presents a novel way of computing Adomian polynomials for nonlinear terms occur in nonlinear differential equations through partial Bell polynomial function(subroutine) in SageMath software. The obtained Adomian polynomials is used to solve nonlinear integral equations and nonlinear Integro-differential equations by Laplace Adomian decomposition method through symbolic computation in SageMath software. © 2020 IAEME Publication. All rights reserved.
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About the journal
| Journal | International Journal of Advanced Research in Engineering and Technology |
|---|---|
| Publisher | IAEME Publication |
| ISSN | 09766480 |
Authors (2)
Hannah Grace G- Document Clustering using a New Similarity Measure based on Energy of a Bipartite Graph
- Experimental analysis of impact of term weighting schemes on cluster quality
- A novel cluster ensemble method based on partitional algorithms
- Solving nonlinear integral equations and nonlinear integro-differential equations using laplace adomian decomposition method through sagemath
Kaliyappan M- Symbolic Computation of Adomian Polynomials Based on Rach’s Rule
- Solving time-fractional nonlinear coupled Boussinesq-Burgers equations arise in propagation of shallow water waves using adomian decomposition method
- Solving fuzzy assignment and fuzzy travelling salesman problems using R software
- Solving nonlinear integral equations and nonlinear integro-differential equations using laplace adomian decomposition method through sagemath
