Back to Results
First PageMeta Content
Fourier analysis / Integral transforms / Unitary operators / Joseph Fourier / Fractal compression / K-space / Fourier transform / Wavelet / Fractal / Mathematical analysis / Fractals / Mathematics


Self-similarity of Images in the Fourier Domain, with Applications to MRI G.S. Mayer1, Edward R. Vrscay1 , M.L. Lauzon2 , B.G. Goodyear2,3 , and J.R. Mitchell2 1
Add to Reading List

Document Date: 2009-03-17 18:27:52


Open Document

File Size: 3,40 MB

Share Result on Facebook

City

Waukesha / Fractal / Calgary / Alexander / Springer / New York / Waterloo / /

Company

John Wiley & Sons Inc. / IEEE Press / Iterated Fourier Transform Systems / McDonough / Ontario Innovation Trust / General Electric Medical Systems / /

Country

United States / Canada / /

/

Event

Product Recall / Product Issues / /

Facility

University of Waterloo / University of Calgary / NP B Bar / The Seaman Family MR Research Centre / /

IndustryTerm

micro-magnetic resonance imaging spectrometer / signal processing perspective / magnetic resonance imaging / resonance imaging / image processing / function systems / imaging / /

Organization

North Atlantic Treaty Organization / Department of Applied Mathematics / MR Research Centre / Canada Foundation of Innovation / University of Calgary / Paris J. de l’Ecole Poly / University of Waterloo / Department of Physics / Natural Sciences and Engineering Research Council of Canada / Faculty of Mathematics / Department of Radiology / /

Position

Prime Minister / Variables pm / Fisher / Fisher / Y. /

Product

echo sequence / /

ProgrammingLanguage

C / /

ProvinceOrState

Alberta / South Dakota / S.K. / Nova Scotia / New York / Arkansas / Ontario / /

PublishedMedium

Magnetic Resonance Imaging / /

Technology

MRI system / Fractal-based algorithms / image compression / 3-D / magnetic resonance imaging / GSM / Simulation / image processing / MRI / /

SocialTag