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Askari Hemmat A., Dehghan M.A., Skopina M.Теория всплесков.Ĭonstruction of multivariate wavelet frames //Įlectronic Preprints Archive, No. Of trigonometric polynomials multivariate subdivision schemes // 26-29.Ĭonstruction of multivariate wavelets with vanishing moments p-Adic Haar multiresolution analysis and pseudo-differential operators, J. Skopina, p-Adic Nonorthogonal Wavelet Bases,Proceedings of the Steklov Institute of Mathematics, 265 (2009). Skopina, p-Adic refinable functions and MRA-based wavelets, J. Tchobanou, M., Symmetric multivariate wavelets. Skopina, On construction of multivariate wavelet frames, Appl. and Skopina M.A, Quincunx multiresolution analysis for $L^2(Q^2_2)$, P-Adic Numbers Ultrametric Anal. and Skopina, M., p-adic multiresolution analysis and wavelet frames. AMS, Translations Mathematical Monographs, V. Novikov I.Ya., Protasov V.Yu., Skopina M.A.Albeverio and M.Skopina, Haar bases for L_2(Q_2^2) generated by one wavelet function, Int. Skopina, Wavelet frames on Vilenkin groups and their approximation properties, Int. Skopina, Approximation by frame-like wavelet systems, Appl. Skopina, Why are Haar bases in various structures are the same? Mathematical Notes 91 (2012), 5, 895-898. Nira Dyn and Maria Skopina, Decompositions of trigonometric polynomials with applications to multivariate subdivision schemes, Advances in Computational Mathematics, 38 (2013), no 2, 321-349.Skopina, Band-limited scaling and wavelet expansions, Appl. Skopina, On orthogonal p-adic wavelet bases, J. Skopina, Walsh and wavelet methods for differential equations on the Cantor group. Skopina, On Jackson-type inequalities associated with separable Haar wavelets, Int. Yu.Kolomoitsev and M.Skopina Approximation by multivariate Kantorovich–Kotelnikov operators J.Skopina On construction of periodic wavelet frames, Eur. Skopina, On Jackson-type inequalities associated with separable Haar wavelets, P.Andrianov and M. Skopina, Multivariate wavelet frames, Springer, 2016. Skopina, On construction of multivariate Parseval wavelet frames, Applied Mathematics and Computation, 301 (2017), 1-11. Yu.Kolomoitsev and M.Skopina, Approximation by multivariate Kantorovich–Kotelnikov operators, J.Krivoshein, Yu.Kolomoitsev and M.Skopina, Differential and falsified sampling expansions, J. Skopina, On biorthogonal p-adic wavelet, J.