TY - JOUR
AU - A. O. Adesanya
AU - Y. A. Yahaya
AU - B. Ahmed
AU - R. O. Onsachi
PY - 2020/01/30
Y2 - 2020/05/31
TI - Numerical Solution of Linear Integral and Integro-Differential Equations Using Boubakar Collocation Method
JF - International Journal of Mathematical Analysis and Optimization: Theory and Applications
JA - IJMAO
VL - 2019
IS - 2
SE - Articles
DO -
UR - http://jsrd.unilag.edu.ng/index.php/ijmao/article/view/566
AB - This paper discusses a new collocation method based on Boubakar approximating polynomial for the solution of first order linear integral and integro-differential equations with initial condition. The integro-differential equations is converted into integral equations and later transformed to system of linear equations using standard collocation method. The linear equation is then solved using matrix inversion method. Three examples are given, numerical solutions show that the method is efficient in handling problems under consideration.
ER -