Results 281 to 290 of about 8,164,309 (315)
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Interacting with Self-Similarity
Computer-Aided Design, 2021Abstract Shape similarity is a fundamental problem in geometry processing, enabling applications such as surface correspondence, segmentation, and edit propagation. For example, a user may paint a stroke on one finger of a model and desire the edit to propagate to all fingers.
Josef Graus +2 more
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Journal of Colloid and Interface Science, 2004
When a fiber is brought into contact with a soft etching liquid, a conical tip is generally shaped. We show here that the use of corrosive liquids which release gases during the etching reaction may lead to original self-similar shapes, because of successive pinning and detachment of the meniscus.
José, Bico +3 more
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When a fiber is brought into contact with a soft etching liquid, a conical tip is generally shaped. We show here that the use of corrosive liquids which release gases during the etching reaction may lead to original self-similar shapes, because of successive pinning and detachment of the meniscus.
José, Bico +3 more
openaire +2 more sources
2009 16th IEEE International Conference on Image Processing (ICIP), 2009
We present a novel means of texture inpainting, dubbed Self-Similarity Inpainting, that uses the Self-Similarity Descriptor to implicitly encode complex structures through a summary of local neighborhood comparisons. Pixel patches are selected from a codebook based on descriptor distance in their original locale and after the proposed insertion.
Paul A. Ardis, Christopher M. Brown
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We present a novel means of texture inpainting, dubbed Self-Similarity Inpainting, that uses the Self-Similarity Descriptor to implicitly encode complex structures through a summary of local neighborhood comparisons. Pixel patches are selected from a codebook based on descriptor distance in their original locale and after the proposed insertion.
Paul A. Ardis, Christopher M. Brown
openaire +1 more source
On the Aggregation of Self-Similar Processes
IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences, 2005The problem of aggregating different stochastic process into a unique one that must be characterized based on the statistical knowledge of its components is a key point in the modeling of many complex phenomena such as the merging of traffic flows at network nodes.
MAZZINI, Gianluca +2 more
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Self-similarity in diffraction by a self-similar fractal screen
IEEE Transactions on Antennas and Propagation, 1987Using the Sierpinski gasket as an example, it has been shown here that the paraxial Fraunhoffer-zone diffracted field of a self-similar fractal screen also exhibits self-similarity. This also establishes that fractal structures can be used with great profit in problems involving array syntheses. Recently, it has been shown that the Sierpinski gasket is
A. Lakhtakia +3 more
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Self-Similarity and Points of Interest
IEEE Transactions on Pattern Analysis and Machine Intelligence, 2010In this work, we present a new approach to interest point detection. Different types of features in images are detected by using a common computational concept. The proposed approach considers the total variability of local regions. The total sum of squares computed on the intensity values of a local circular region is divided into three components ...
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Self-similar Fractals and Self-similar Energies
2003We discuss the existence and uniqueness of diffusions adapted to self-similar finitely ramified fractals. An adapted diffusion has a space time scaling with respect to the self-similar scaling of the fractal and visits every open subset of the fractal.
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Intrinsically Self-Healing Polymers: From Mechanistic Insight to Current Challenges
Chemical Reviews, 2023Bingrui Li +2 more
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Self-Healing Superwetting Surfaces, Their Fabrications, and Properties
Chemical Reviews, 2023Hua Zhou, Haitao Niu, Hongxia Wang
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