WaveLab

WaveLab and reproducible research. WaveLab is a library of Matlab routines for wavelet analysis, wavelet-packet analysis, cosine-packet analysis and matching pursuit. The library is available free of charge over the Internet. Versions are provided for Macintosh, UNIX and Windows machines. WaveLab makes available, in one package, all the code to reproduce all the figures in our published wavelet articles. The interested reader can inspect the source code to see exactly what algorithms were used, how parameters were set in producing our figures, and can then modify the source to produce variations on our results. WaveLab has been developed, in part, because of exhortations by Jon Claerbout of Stanford that computational scientists should engage in “really reproducible” research.


References in zbMATH (referenced in 42 articles )

Showing results 1 to 20 of 42.
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  1. Amato, Umberto; Antoniadis, Anestis; De Feis, Italia: Flexible, boundary adapted, nonparametric methods for the estimation of univariate piecewise-smooth functions (2020)
  2. Petersen, Philipp; Raslan, Mones: Approximation properties of hybrid shearlet-wavelet frames for Sobolev spaces (2019)
  3. Reisenhofer, Rafael; King, Emily J.: Edge, ridge, and blob detection with symmetric molecules (2019)
  4. Carmichael, Iain; Marron, J. S.: Data science vs. statistics: two cultures? (2018)
  5. Schimmack, Manuel; Mercorelli, Paolo: An on-line orthogonal wavelet denoising algorithm for high-resolution surface scans (2018)
  6. Yi, Hua; Xin, Shi-You; Yin, Jun-Feng: A class of algorithms for continuous wavelet transform based on the circulant matrix (2018)
  7. Gong, Tierui; Yang, Zhijia; Wang, Gengshan; Jiao, Ping: Supervised and unsupervised subband adaptive denoising frameworks with polynomial threshold function (2017)
  8. Navarro, Fabien; Saumard, Adrien: Slope heuristics and V-fold model selection in heteroscedastic regression using strongly localized bases (2017)
  9. Storath, Martin; Demaret, Laurent; Massopust, Peter: Signal analysis based on complex wavelet signs (2017)
  10. Hofner, Benjamin; Schmid, Matthias; Edler, Lutz: Reproducible research in statistics: a review and guidelines for the Biometrical Journal (2016)
  11. Mansour, Mohamed F.: Subspace design of compactly supported orthonormal wavelets (2014)
  12. Bigot, Jérémie; Gadat, Sébastien; Klein, Thierry; Marteau, Clément: Intensity estimation of non-homogeneous Poisson processes from shifted trajectories (2013)
  13. Fomel, S., Sava, P., Vlad, I., Liu, Y. and Bashkardin, V.,: Madagascar: open-source software project for multidimensional data analysis and reproducible computational experiments (2013) not zbMATH
  14. Mandelbaum, Avishai; Zeltyn, Sergey: Data-stories about (im)patient customers in tele-queues (2013)
  15. Shirazi, E.; Doosti, H.; Niroumand, H. A.; Hosseinioun, N.: Nonparametric regression estimates with censored data based on block thresholding method (2013)
  16. Shukla, K. K.; Tiwari, Arvind K.: Efficient algorithms for discrete wavelet transform. With applications to denoising and fuzzy inference systems (2013)
  17. Zhu, Zangen; Wahid, Khan; Babyn, Paul; Cooper, David; Pratt, Isaac; Carter, Yasmin: Improved compressed sensing-based algorithm for sparse-view CT image reconstruction (2013)
  18. Lee, Kichun; Vidakovic, Brani: Semi-supervised wavelet shrinkage (2012)
  19. Shirazi, Esmaeil; Chaubey, Yogendra P.; Doosti, Hassan; Nirumand, Hossein Ali: Wavelet based estimation for the derivative of a density by block thresholding under random censorship (2012)
  20. Dalalyan, Arnak S.; Salmon, Joseph: Competing against the best nearest neighbor filter in regression (2011)

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