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Traditional soil particle sphericity, roundness and surface roughness by computational geometry
, 2015Definitions of soil particle sphericity, roundness and roughness have existed since at least the 1930s. In the 1950s, charts of typical sphericity and roundness values were developed to alleviate tedious manual determination.
Junxing Zheng, R. D. Hryciw
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International Symposium on Computational Geometry, 2017
For the past 10 years, combinatorial geometry (and to some extent, computational geometry too) has gone through a dramatic revolution, due to the infusion of techniques from algebraic geometry and algebra that have proven effective in solving a variety ...
M. Sharir
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For the past 10 years, combinatorial geometry (and to some extent, computational geometry too) has gone through a dramatic revolution, due to the infusion of techniques from algebraic geometry and algebra that have proven effective in solving a variety ...
M. Sharir
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A Simulated Annealing Approach to Coordinated Motion Planning (CG Challenge)
International Symposium on Computational Geometry, 2021The third computational geometry challenge was on a coordinated motion planning problem in which a collection of square robots need to move on the integer grid, from their given starting points to their target points, and without collision between robots,
Hyeyun Yang, A. Vigneron
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Applications of Chebyshev Polynomials to Low-Dimensional Computational Geometry
International Symposium on Computational Geometry, 2017We apply the polynomial method - specifically, Chebyshev polynomials - to obtain a number of new results on geometric approximation algorithms in low constant dimensions.
Timothy M. Chan
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International Symposium on Computational Geometry
Our work on nesting polygons is based on two key components: (1) a hierarchy of uniform integer grids for maintaining free space within the container during the nesting such that placement queries can be answered reasonably efficiently, and (2) priority ...
Martin Held
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Our work on nesting polygons is based on two key components: (1) a hierarchy of uniform integer grids for maintaining free space within the container during the nesting such that placement queries can be answered reasonably efficiently, and (2) priority ...
Martin Held
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A General Heuristic Approach for Maximum Polygon Packing (CG Challenge)
International Symposium on Computational GeometryThis work proposes a general heuristic packing approach to address the Maximum Polygon Packing Problem introduced by the CG:SHOP 2024 Challenge. Our solver primarily consists of two steps: (1) Partitioning the container and polygons to form a series of ...
Canhui Luo, Zhouxing Su, Zhipeng Lü
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Computing Handbook, 3rd ed., 2014
We overview the basics of computational geometry, discuss its relation to GIS, and analyze in which directions research can develop that lies in the intersection of GIS and ...
M. V. Kreveld
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We overview the basics of computational geometry, discuss its relation to GIS, and analyze in which directions research can develop that lies in the intersection of GIS and ...
M. V. Kreveld
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Sphericity and roundness for three-dimensional high explosive particles by computational geometry
Computational Particle Mechanics, 2022Xianzhen Jia+7 more
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The Geometry of Prompting: Unveiling Distinct Mechanisms of Task Adaptation in Language Models
North American Chapter of the Association for Computational LinguisticsDecoder-only language models have the ability to dynamically switch between various computational tasks based on input prompts. Despite many successful applications of prompting, there is very limited understanding of the internal mechanism behind such ...
Artem Kirsanov+3 more
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Theoretical and Computational Fluid Dynamics, 2021
C. D. Mullen, H. Reed
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C. D. Mullen, H. Reed
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