Multiscale geometric analysis
Multiscale geometric analysis or geometric multiscale analysis is an emerging area of high-dimensional signal processing and data analysis.
See also
Further reading
- {{cite conference | url = http://www.ipam.ucla.edu/programs/mga2004/ | title = Multiscale Geometry and Analysis in High Dimensions | date = September 7 – December 17, 2004 }}
- {{cite arXiv | eprint=math.ST/0212395 | title = Emerging applications of geometric multiscale analysis | first = David L. | last = Donoho | year = 2002 | author-link = David Donoho }}
- {{cite journal | citeseerx = 10.1.1.93.1335 | title = Near-Optimal Detection of Geometric Objects by Fast Multiscale Methods | first1 = Ery | last1 = Arias-Castro | first2 = David L. | last2 = Donoho | author-link2 = David Donoho | first3 = Xiaoming | last3 = Huo | journal = IEEE Trans. Inform. Theory | year = 2005 | volume = 51 | issue = 7 | pages = 2402–2425 | doi = 10.1109/TIT.2005.850056 | s2cid = 2520081 }}
- {{Cite journal | last1 = Starck | first1 = J. L. | last2 = Martínez | first2 = V. J. | last3 = Donoho | first3 = David L. | author-link3 = David Donoho| last4 = Levi | first4 = O. | last5 = Querre | first5 = P. | last6 = Saar | first6 = E. | doi = 10.1155/ASP.2005.2455 | title = Analysis of the Spatial Distribution of Galaxies by Multiscale Methods | journal = EURASIP Journal on Advances in Signal Processing| volume = 2005 | issue = 15 | pages = 2455 | year = 2005 | arxiv = astro-ph/0406425 | bibcode = 2005EJASP2005...99S | doi-access = free }}
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