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Presenter: Cheong Hee Park Advisor: Victoria Interrante Texture Classification using Spectral Decomposition
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Overview Goal: Visualization of multivariate data set in a planar 2D using principal perceptual features of texture. Step1: Classify textures into meaningful categories. Classification by directionality Classification by regularity Structural grouping Step2: Synthesize a series of textures to convey values of multivariate data.
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Review of texture analysis and data visualization Discrete Fourier Transform Classification by directionality Classification by regularity Classification by Structure Future work
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Visualization of Magnetic field using orientation, size and contrast Using Visual Texture for Information Display - Colin Ware and William Knight (1995)
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Display over a 3D surface using height, density and regularity Building Perceptual Textures to Visualize Multidimensional Datasets (C. Healey, J. Enns, 1998 )
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Harnessing natural textures for multivariate visualization (Victoria Interrante) farms(percent) in 1992 percent change of farms from 1987 to 1992
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What is texture? An image composed of uniform or non-uniform repetition of natural or artificial patterns Methods used for texture analysis Autocorrelation Co-occurrence based method Parametric models of texture Gray level run length Spectral decomposition
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Principal features of texture Directionality: directional vs non-directional Coarseness: coarse vs fine Contrast: high contrast vs low contrast Regularity: regular vs irregular (periodicity, randomness) Line likeness: line-like vs blob-like Roughness: rough vs smooth
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Toward a texture naming system: identifying relevant dimensions of texture(A.R.Rao, G.L.Lohse, 1996) Lace - like Directional, Locally-oriented Non-random, Repetitive, non-directional directional Marble-like Random, Non granular, Somewhat repetitive random Random, granular
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Texture features corresponding to visual perception - Tamura, Mori and Yamawaki psychological measurement of directionality (by human subjects using pair comparison method) computational measurement of directionality (using local vertical and horizontal directional operators)
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Modeling spatial and temporal textures - Fang Liu Decomposition of texture into three components based on Wold theory: harmonic(periodicity), evanescent(directionality), indeterministic(random). Measured deterministic energy from harmonic and evanescent components, and indeterministic energy from indeterministic component.
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deterministic indeterministic DFT Used energy measurements for texture modeling and image retrieval
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Discrete Fourier Transform Given an image y(m,n), DFT IDFT
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Y(l,k) in a frequency domain represents the response of cosine and sine filters.
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Hanning window DFT filtering FrequencyFrequency
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directionality regularity
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Directionality 0 --------- 17 0 10 Directionality = (K; number of columns) f f
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27 textures with highest directionality
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The 27 middle directional textures
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27 textures with lowest directionality
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directionality
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Instead of two processes FFT and local window interpolation, apply global sinusoidal filters directly to the texture
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Directionality from direct filtering
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- Psychological experiment by Tamura - Ours(by interpolation) - (by direct filtering) - computational experiment by Tamura Q: How can we judge which method is better ?
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Pattern regularity as a visual key D. Chetverikov using autocorrelation of gray intensities
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Regularity (A: overlapping area) dominant direction height/2 i Regularity = max f – min f }i
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Regularity classification
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Directionality Regularity
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Directionality Regularity (by direct filtering )
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Structural grouping Absolute Difference (L1 norm)
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brick-like net-like
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granular line-like
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Future work How to map attributes of multivariate data to texture perceptual dimensions independently? What perceptual features of texture are most orthogonal? -- Minimize interference when they are combined for display of multivariate data. Mapping should be continuous within an attribute and make maximum distinction between attributes.
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