Results 271 to 280 of about 215,067 (318)
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The Power of Tiling for Small Object Detection
2019 IEEE/CVF Conference on Computer Vision and Pattern Recognition Workshops (CVPRW), 2019Deep neural network based techniques are state-of-the-art for object detection and classification with the help of the development in computational power and memory efficiency.
F. Ozge Unel +2 more
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Tiling the plane with one tile
Proceedings of the sixth annual symposium on Computational geometry - SCG '90, 1990Abstract Tiling the plane is a very old activity of mankind. Grunbaum and Shep herd (1986) give many beautiful examples of decorative tilings belonging to nearly all ancient civilizations. Most decorative tilings are those we call periodic, which means that they are invariant by two independent trans lations.
Danièle Beauquier, Maurice Nivat
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Diamond Tiling: Tiling Techniques to Maximize Parallelism for Stencil Computations
IEEE Transactions on Parallel and Distributed Systems, 2017Uday Bondhugula
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A coordinated tiling and batching framework for efficient GEMM on GPUs
ACM SIGPLAN Symposium on Principles & Practice of Parallel Programming, 2019General matrix multiplication (GEMM) plays a paramount role in a broad range of domains such as deep learning, scientific computing, and image processing.
Xiuhong Li +4 more
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Universality for lozenge tiling local statistics
Annals of Mathematics, 2019In this paper we consider uniformly random lozenge tilings of arbitrary domains approximating (after suitable normalization) a closed, simply-connected subset of $\mathbb{R}^2$ with piecewise smooth, simple boundary.
A. Aggarwal
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Model-based analysis of tiling-arrays for ChIP-chip
William Johnson +2 more
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FRACTAL TILINGS FROM SUBSTITUTION TILINGS
Fractals, 2019A fractal tiling or [Formula: see text]-tiling is a tiling which possesses self-similarity and the boundary of which is a fractal. By substitution rule of tilings, this short paper presents a very simple strategy to create a great number of [Formula: see text]-tilings.
Wang, Xinchang +5 more
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Tiling Deformations, Cohomology, and Orbit Equivalence of Tiling Spaces
Annales de l'Institute Henri Poincare. Physique theorique, 2015We study homeomorphisms of minimal and uniquely ergodic tiling spaces with finite local complexity (FLC), of which suspensions of (minimal and uniquely ergodic) d-dimensional subshifts are an example, and orbit equivalence of tiling spaces with (possibly)
A. Julien, L. Sadun
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Computer Graphics Forum, 1994
AbstractThis paper describes an efficient method for constructing a tiling between a pair of planar contours. The problem is of interest in a number of domains, including medical imaging, biological research and geological reconstructions. Our method, based on ideas from multiresolution analysis and wavelets, requires O(n) space and appears to require ...
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AbstractThis paper describes an efficient method for constructing a tiling between a pair of planar contours. The problem is of interest in a number of domains, including medical imaging, biological research and geological reconstructions. Our method, based on ideas from multiresolution analysis and wavelets, requires O(n) space and appears to require ...
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Soils and landscapes vary within centimeters to decameters, which is not captured by state-of-the-art land-surface models that operate on kilometer scale. This leads to potential mismatches when simulating the exchange of energy, water and gasses between land and atmosphere, which are summarized under the term “aggregation error” ...
Melanie A. Thurner +2 more
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Melanie A. Thurner +2 more
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