Search results for "WALSH"

showing 3 items of 13 documents

Improved Switching Strategy for Selective Harmonic Elimination in DC-AC Signal Generation via Pulse-Width Modulation

2013

Published version of an article in the journal: Abstract and Applied Analysis. Also available from the publisher at: http://dx.doi.org/10.1155/2013/870904 Open Access We present an advanced design methodology for pulse-width-modulated (PWM) DC-AC signal generation. Using design methods based on the Walsh transform, AC sinusoidal signals can be approximated by suitable PWM signals. For different AC amplitudes, the switching instants of the PWM signals can be efficiently computed by using appropriate systems of explicit linear equations. However, the equation systems provided by conventional implementations of this approach are typically only valid for a restricted interval of AC amplitudes a…

Total harmonic distortionOptimization problemArticle Subjectlcsh:MathematicsApplied Mathematics:Enginyeria electrònica [Àrees temàtiques de la UPC]Anàlisi harmònicaInterval (mathematics)lcsh:QA1-939VDP::Mathematics and natural science: 400::Mathematics: 410::Analysis: 411SignalElectric current convertersHarmonic analysisAmplitudeHadamard transformControl theoryConvertidors de corrent elèctricWalsh Funcions deWalsh functionsAnalysisPulse-width modulationLinear equationMathematicsAbstract and Applied Analysis
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W.H. Walsh’s Idea of Colligation Reconsidered

2020

Essay on: W.H. Walsh´s Idea of Colligation Reconsidered

filosofithistory of ideasWalsh William Henryw.h. walshGR1-950essayintellectual historyhistoriaHistory (General)GN1-890methodsphilosophy of historyconceptual historyhistorianfilosofiafilosofiaAnthropologyDD1-2009History (General) and history of EuropecolligationFolkloreJ@rgonia
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Multidimensional P-adic Integrals in some Problems of Harmonic Analysis

2017

The paper is a survey of results related to the problem of recovering the coefficients of some classical orthogonal series from their sums by generalized Fourier formulas. The method is based on reducing the coefficient problem to the one of recovering a function from its derivative with respect to an appropriate derivation basis. In the case of the multiple Vilenkin system the problem is solved by using a multidimensional P-adic integral.

rectangular convergencequasi-measureHaar seriePerron P-adic integralWalsh serieHenstock-Kurzweil integralSaks continuityVilenkin serie
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