Solution of convolution integrals and correlation functions via block pulse functions
Author:
Publisher
Informa UK Limited
Subject
General Engineering
Link
http://www.tandfonline.com/doi/pdf/10.1080/02533839.1981.9676665
Reference7 articles.
1. Walsh Operational Matrices for Fractional Calculus and Their Application to Distributed Systems
2. Shih, Y. P. “Applications of Block Pulse Functions in Analysis and Optimal Control of Linear Time‐Varying Systems”. Symposium on Automatic Control. Dec. pp.26–42. Hsinchu, Taiwan: National Tsing‐Hua University.
3. Gibbs, J. E. and Pichler, F. R. “Comments on Transformation of Fourier Power Spectra into Walsh Power Spectra”. Proceedings of the 1971 Symposium on Applications of Walsh Functions, Washington D. C. April. pp.51–54.
4. Pitassi, D. A. “Fast Convolution Using the Walsh Transform”. Proceedings of the 1971 Symposium on the Applications of Walsh Functions, Washington D.C. April. pp.130–133.
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1. Solutions of integral equations via shifted Legendre polynomials;International Journal of Systems Science;1985-02
2. Parameter identification of bilinear systems by block pulse functions;Journal of the Chinese Institute of Engineers;1983-01
3. Explicit solutions of integral equations via block pulse functions;International Journal of Systems Science;1982-07
4. Solution of integral equations via Laguerre polynomials;Computers & Electrical Engineering;1982-01
5. Solution of population balance equations via block pulse functions;The Chemical Engineering Journal;1982-01
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