Ranjan, Alok Kumar (2014) B-Spline Wavelet for the Solution of Integral Equation. MSc thesis.
In this thesis we deal with some problem related to Numerical analysis by uasing B-spline Wavelet Approximation. And we also study about “Maltiresolution Analysis” which is to discribe mathematically the process of studying singnal or images at diﬀerent scale. Compactly supported linear semiorthogonal B-spline wavelet together with their dual wavelet are devolepd to approximate the solution of Fredholm integral equation of the second type An ordinary diﬀerential equation with a parameter in the boundary condition discribe the steady in an adiabatic tubular chemical reactor. We will solve this equation uasing B-spline wavelet mathod.
|Item Type:||Thesis ( MSc)|
|Uncontrolled Keywords:||B-spline; scaling; wavelet; semiorthogonal; orthonrmal|
|Subjects:||Mathematics and Statistics > Applied Mathematics|
|Divisions:||Sciences > Department of Mathematics|
|Deposited By:||Hemanta Biswal|
|Deposited On:||21 Jul 2014 15:05|
|Last Modified:||21 Jul 2014 15:05|
|Supervisor(s):||Ray, S S|
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