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1.A * ., R + . < ?& 8> # $"$# > % # # "#" 8 #- # # 8# " # #% ? #/ // MediaVision. 2011. R 2. D. 55—64.

2.% . . # A & # & # $#8 # — 8" : %- , 2002.

3.Vianney Munoz-Jimenez, Anissa Mokraoui, Jean Pierre. Astrunc Adaptive hietatchical grid motion estimation algorithms for video coding application at low bit-rate communication // ISSPA 2010.

4.Demaret L., Iske A. Anisotropic Triangulation Methods in Adaptive Image Approximation// http://www.math.uni-hamburg.de/home/iske/papers/a4a6.pdf.

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1.A * ., R + . < ?& 8> # $"$# > % # # "#" 8 #- # # 8# " # #% ? #/ // MediaVision. 2011. R 2. D. 55—64.

2.R + . A 8 > 8 A " " > "#" 8> ? ? # "#A & . — .: "! , 2009. — 480 c.

3.Oseledets I. V., tensor-train decomposition // SIAM J. Sci.Comput. 2011.Vol. 33. No. 5. . 2295—2317.

4.Oseledets I. V., Tyrtyshnikov E.E. Algebraic wavelet transform via quantics tensor train decomposition: Preprint 2010-03. M.: INM RAS, 2010.

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1.BegovicM.,DjuricP., DunlapS., PhadkeA. Frequency tracking in power networks in the presence of harmonics // IEEE Transactions on Power Delivery. 1993. Vol. 8. R2. P. 480—486.

2.' . ., @+$ . . D$" ? #%8 # $# C& # " # "#A- & " $" / " " & @= / # "# " # &* / ! 8 / # / // %8 #- &* # . 1998. R7. D. 34—39.

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1. Ding W. Adaptive Directional Lifting-Based Wavelet Transform for Image Coding// IEEE Transactions on Image Processing. 2007. V.16. R 2. . 416-427

2. Vezien J.M. A Computational Approach to Edge Detection// http://perso.limsi.fr/Individu/vezien/PAPIERS_ACS/canny1986.pdf

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