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Title: | OPTIMAL LINEAR FILTERING IN THE WALSH DOMAIN |
Authors: | Swami, B. K. Anantha |
Keywords: | ELECTRONICS AND COMPUTER ENGINEERING;ELECTRONICS AND COMPUTER ENGINEERING;ELECTRONICS AND COMPUTER ENGINEERING;ELECTRONICS AND COMPUTER ENGINEERING |
Issue Date: | 1975 |
Abstract: | Just 4 decade back The ndertul World of Walsh $cis. ions" [19 1 was dawned when Ohnsorg .0 . i presented a paper in Spectrwn Analysiø Symposium 1966 under the title U BIFORE or Rademard Transforms, even though Walsh F+ nctions came into eds. tones as early as 1923 when J.L. Walsh r39 ] introduced them into mathematics under the caption" A closed. net ©f orthogonal functions" 3I RE is the shcrtnaaae for mnary.)3u er REpresentati©n. Walsh net1An was in oblivion for over four decades and today it has abundant application in the technological field. The five regular annual symposiums on Applications ct" Walsh Fine-tion.e conducted in the U..1. A by Naval Research Lab, I, $,E.E and all is a clear proof'. of its importanc a. Raxmutb, Pichler and Gibbs the great exponents of 'Walsh h ctions' have provided a - sound and solid foundation for the clear understanding of Walsh Vic+. than and its varied applfr ations, „$equency filters'# a apecial class of filters have been developed based on Walsh ctions. This is mainly due to Hauuuth [1)+ ! 15 j. Pichler has developed Suffi- eient mathematics and has provided enough - hints 'b arrive 'at optimum filters based on Walsh functions i , 33 |
URI: | http://hdl.handle.net/123456789/9115 |
Other Identifiers: | M.Tech |
Research Supervisor/ Guide: | Mitra, R. |
metadata.dc.type: | M.Tech Dessertation |
Appears in Collections: | MASTERS' THESES (E & C) |
Files in This Item:
File | Description | Size | Format | |
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ECD108323.pdf | 3.33 MB | Adobe PDF | View/Open |
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