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Combining multiresolution and random projections for robust statistical analysis and anomaly detection.

, , , and . AINTEC, page 1-2. ACM, (2009)

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Bayesian estimation of the multifractality parameter for image texture using a Whittle approximation., , , , , and . CoRR, (2014)Wavelet Domain Bootstrap for Testing the Equality of Bivariate Self-Similarity Exponents., , and . SSP, page 563-567. IEEE, (2018)Wavelet leader based multifractal analysis., , and . ICASSP (4), page 161-164. IEEE, (2005)Spatially regularized multifractal analysis for fMRI data., , , and . EMBC, page 3769-3772. IEEE, (2017)Bayesian-driven criterion to automatically select the regularization parameter in the ℓ1-Potts model., , , , and . ICASSP, page 3839-3843. IEEE, (2017)Finite-Resolution Effects in p-Leader Multifractal Analysis., , , , and . IEEE Trans. Signal Process., 65 (13): 3359-3368 (2017)Assessing Cross-Dependencies Using Bivariate Multifractal Analysis., , , , , and . ICASSP, page 4514-4518. IEEE, (2018)Nonsmooth Convex Optimization to Estimate the Covid-19 Reproduction Number Space-Time Evolution With Robustness Against Low Quality Data., , , , , and . IEEE Trans. Signal Process., (2022)A Bayesian Framework for Multivariate Multifractal Analysis., , , and . IEEE Trans. Signal Process., (2022)Towards systematic traffic annotation., , , and . StudentWorkshop@CoNEXT, page 15-16. ACM, (2009)