References
1 Jones PW. Rectifiable sets and the traveling salesman problem Inventiones Math 1990 102:1-15
2 Donoho DL. Wedgelets: nearly minimax estimation of edges Ann Stat 1999 27:859-897
3 Donoho DL, Huo X. Multiscale and multiresolution methods Beamlets and Multiscale Image Analysis Springer New York 2001 149-196
4 Huo X.
Sparse Image Representation via Combined Transforms. Ph.D. thesis. Stanford University, August
1999.5 Donoho DL, Huo X.
Combined image representation using edgelets and wavelets. Wavelet Applications in Signal and Image Processing VII. Presented in SPIE. Denver, CO,
1999.6 Donoho DL, Huo X. Beamlet pyramids: a new form of multiresolution analysis, suited for extracting lines, curves, and objects from very noisy image data Proceedings of SPIE SPIE San Diego, CA 2000
7 Donoho DL, Huo X. Applications of beamlets to detection and extraction of lines, curves, and objects in very noisy images.
Proceedings of Nonlinear Signal and Image Processing, Baltimore, MD, June
2001.8 Huo X, Donoho DL.
Recovering filamentary objects in severely degraded binary images using beamlet-decorated partitioning. International Conference on Acoustic Speech and Signal Processing (ICASSP), Orlando, FL, May
2002.9 Huo X, Chen J. JBEAM: multiscale curve coding via beamlets IEEE Trans Image Process 2005 14:1665-1677
10 Arias-Castro E, Donoho DL, Huo X. Near-optimal detection of geometric objects by fast multiscale methods IEEE Trans Information Theory 2005 51:2402-2425
11 Arias-Castro E, Donoho DL, Huo X, Tovey C. Connect-the-dots: how many random points can a regular curve pass through? Adv Appl Probab 2005 37:571-603
12 Arias-Castro E, Donoho DL, Huo X, Tovey C. Adaptive multiscale detection of filamentary structures embedded in a background of uniform random points Ann Stat 2006 34:326-349
13 Donoho DL, Levi O. Modern signal processing Fast X-ray and Beamlet Transforms for Three-dimensional Data Cambridge University Press, Mathematical Sciences Research Institute Cambridge UK 2004 79-116