Pseudocode for Riesz Pyramids for Fast Phase-Based Video Magnification Neal Wadhwa, Michael Rubinstein, Fr´edo Durand and William T. Freeman This document contains pseudocode for the 2014 ICCP paper Riesz Pyramids for F

First Page		Document Content
Date: 2016-01-28 14:55:40 Mathematical analysis Singular integrals Harmonic analysis Integral transforms Digital signal processing Potential theory Riesz transform Pyramid Infinite impulse response		Pseudocode for Riesz Pyramids for Fast Phase-Based Video Magnification Neal Wadhwa, Michael Rubinstein, Fr´edo Durand and William T. Freeman This document contains pseudocode for the 2014 ICCP paper Riesz Pyramids for F Add to Reading List Source URL: people.csail.mit.edu Download Document from Source Website File Size: 172,65 KB Share Document on Facebook

	Jump inequalities for translation-invariant polynomial averages and singular integrals on Zd June 14, 2017 Abstract We prove ` p , 1 < p < ∞, jump inequalities for discrete Radon transforms. These inequalities are the DocID: 1uRyG - View Document
	Pseudocode for Riesz Pyramids for Fast Phase-Based Video Magnification Neal Wadhwa, Michael Rubinstein, Fr´edo Durand and William T. Freeman This document contains pseudocode for the 2014 ICCP paper Riesz Pyramids for F DocID: 1qUiC - View Document
	Jordan Journal of Mathematics and Statistics (JJMS) 2008, 1(1), pp.31-49 ´ STRONGLY SINGULAR CALDERON-ZYGMUND OPERATORS AND THEIR COMMUTATORS YAN LIN AND SHANZHEN LU DocID: 1g9L8 - View Document
	Microsoft Word - SECTION B-INTRODUCTION.doc DocID: 14ZKB - View Document
	ON THE NUMERICAL EVALUATION OF THE SINGULAR INTEGRALS OF SCATTERING THEORY JAMES BREMER∗,‡ AND ZYDRUNAS GIMBUTAS† Abstract. In a previous work, the authors introduced a scheme for the numerical evaluation of the si DocID: 128Ay - View Document