Solution of a Volterra’s Population Model in a Bernstein Polynomial Basis: An Advanced Study
Bernstein polynomials are used to solve Volterra’s model for population expansion of a species in a closed system in this work. The poison impact is represented by the integral term in this nonlinear Integro-differential equation. The solution to this problem can be reduced to a system of algebraic equations using the suggested method. The results indicate the technique’s applicability and precision.
Author (S) Details
B. M. Pandya
Department of Applied Mathematics, Sardar Vallabhbhai Patel Institute of Technology, Vasad, Gujarat University, Gujarat, India.
Department of Mathematics, Veer Narmad South Gujarat University Surat, Gujarat, India.
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