
Solutions for integral equations using different basis functions
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1-Application of Triangular Functions method for solving linear Fredholm integral equations 2-Numerical Solution to Volterra- Fredholm integral equations by hybrid orthonormal Bernstein and Block-Pulse functions 3-Function approximation by using Bernoulli wavelet method 4-Integration of Bernoulli wavelet functions 5-Solution of Volterra- Fredholm integral equation via Bernoulli wavelet method 6-Illustrative Numerical Example