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Information Seminar Paper

Title

HERMITE INTERPOLANT MULTISCALING FUNCTIONS FOR ANALYSIS OF CONVECTION DIFFUSION EQUATION

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Abstract

 A NUMERICAL TECHNIQUE BASED ON THE HERMITE INTERPOLANT MULTISCALING FUNCTIONS IS PRESENTED FOR THE SOLUTION OF CONVECTION- DIFFUSION EQUATION. THE OPERATIONAL MATRIX OF DERIVATIVE AND OPERATIONAL MATRIX OF INTEGRATION ARE PRESENTED FOR MULTISCALING FUNCTIONS AND ARE UTILIZED TO REDUCE THE SOLUTION OF LINEAR CONVECTION-DIFFUSION EQUATION TO THE SOLUTION OF ALGEBRAIC EQUATIONS. ILLUSTRATIVE EXAMPLES ARE INCLUDED TO DEMONSTRATE THE VALIDITY AND APPLICABILITY OF THE NEW TECHNIQUE.

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