## Computational Geometry(계산 기하학)란 무엇입니까?

Computational Geometry 계산 기하학 - Computing a morph between two drawings of a graph is a classical problem in computational geometry and graph drawing.^{[1]}This article is an introduction to fine-grained lower bounds in computational geometry, with a focus on lower bounds for polynomial-time problems based on the Orthogonal Vectors Hypothesis.

^{[2]}The neighborhood problem appears in many applications of computational geometry, computational mechanics, etc.

^{[3]}Second, the block system model of rockfall is reconstructed by using 3D computational geometry theory and taking these geometric characteristic parameters as an input.

^{[4]}In this study, a coronary arterial computational geometry was constructed using magnetic resonance angiography (MRA) data acquired in a patient with moderate CAD.

^{[5]}2012 ACM Subject Classification Theory of computation → Computational geometry; Theory of computation → Data structures design and analysis.

^{[6]}2012 ACM Subject Classification Theory of computation → Computational geometry; Computing methodologies → Motion path planning.

^{[7]}We also develop an efficient algorithm to compute the WT map based on computational geometry.

^{[8]}2012 ACM Subject Classification Theory of computation → Computational geometry.

^{[9]}In order to preserve the privacy of both LBS providers and users, according to computational geometry and Asymmetric Scalar-product Preserving Encryption (ASPE) approach, we design a novel algorithm for accurately determining whether a segment intersects with a rectangle on ciphertext.

^{[10]}This model, inspired by the smoothed complexity analysis introduced in computational geometry \cite{DGGT,ST}, is a perturbation of the classical random polytope.

^{[11]}As there exist an infinite number of tension distributions, this paper presents a novel computational geometry-based method to calculate a tension feasible region (TFR)—a preimage of tension distribution—for multi-redundant CDPRs.

^{[12]}Considering that not only throughput capacity of airspace but also complexity of path planning is highly dependent on the topology of a navigable space, we propose a new airspace assessment approach to extract the topology of airspace using computational geometry techniques.

^{[13]}Using image processing and computational geometry techniques to calculate the orientation.

^{[14]}This paper presents a set of related methods for performing a computational geometry analysis of a cone crusher shape that provides geometric information for use in understanding cone crusher flows and breakage and their variation with key crusher geometric parameters.

^{[15]}We treat the DHOP as a computational geometry function over stochastic BB user locations which requires careful adjustment in the deployment parameters to ensure MTC service at all times.

^{[16]}2012 ACM Subject Classification Theory of computation → Computational geometry.

^{[17]}Given two points s and t in the plane and a set of obstacles defined by closed curves, what is the minimum number of obstacles touched by a path connecting s and t? This is a fundamental and well-studied problem arising naturally in computational geometry, graph theory (under the names Min-Color Path and Minimum Label Path), wireless sensor networks (Barrier Resilience) and motion planning (Minimum Constraint Removal).

^{[18]}2012 ACM Subject Classification Theory of computation → Computational geometry; Theory of computation → Data structures design and analysis.

^{[19]}We revisit a classical problem in computational geometry: finding the largest-volume axisaligned empty box (inside a given bounding box) amidst n given points in d dimensions.

^{[20]}For increased efficiency, the core package is written in C++, works in parallel, and uses the Computational Geometry Algorithms Library (Hert & Seel, 2020).

^{[21]}2012 ACM Subject Classification General and reference → Performance; General and reference → Experimentation; Theory of computation → Computational geometry; Mathematics of computing → Matroids and greedoids; Mathematics of computing → Mathematical software performance; Computing methodologies → Combinatorial algorithms; Computing methodologies → Algebraic algorithms.

^{[22]}In this study, a systematic tool is developed based on computing techniques, including deep learning and computational geometry.

^{[23]}Thus the problem of motion approximation is transformed into a curve approximation problem, where concepts and techniques in the field of Computer Aided Geometric Design and Computational Geometry may be applied.

^{[24]}2012 ACM Subject Classification Theory of computation → Computational geometry.

^{[25]}Computational geometry and mesh are generated in ANSYS.

^{[26]}2012 ACM Subject Classification Theory of computation → Computational geometry.

^{[27]}We show how to quantify uncertainties while applying several computational geometry, spatial statistics, and clustering tasks for post-processing APT datasets as large as two billion ions.

^{[28]}The framework, built on level set method and variational multi-scale formulation (VMS), features three major contributions: (1) a simple computational geometry-based re-initialization approach, which maintains excellent signed distance property on unstructured meshes, re-constructs an explicit representation of gas-metal interface from the level set, and facilitates the treatment of the multiple laser reflections during keyhole evolution in AM processes; (2) a fully coupled VMS formulation for thermal multi-phase governing equations, including Navier-Stokes, level set convection, and thermodynamics with melting, solidification, evaporation, and interfacial force models; and (3) a three-level recursive preconditioning technique to enhance the robustness of linear solvers.

^{[29]}2012 ACM Subject Classification Theory of computation → Computational geometry.

^{[30]}This is a classic problem in computational geometry, known as point location.

^{[31]}2012 ACM Subject Classification Theory of computation → Computational geometry; Theory of computation → Models of learning.

^{[32]}2012 ACM Subject Classification Theory of computation → Computational geometry.

^{[33]}Given a set of pairwise disjoint polygonal obstacles in the plane, finding an obstacle-avoiding Euclidean shortest path between two points is a classical problem in computational geometry and has been studied extensively.

^{[34]}The aim of our project is computational geometry reconstruction for blood flow simulations to make it suitable for comparison with plaque image analysis performed by commercially available software.

^{[35]}2012 ACM Subject Classification Theory of computation → Computational geometry; Theory of computation → Design and analysis of algorithms.

^{[36]}We hope this work leads to the further study of the intersection of differential privacy and computational geometry.

^{[37]}2012 ACM Subject Classification Information systems → Geographic information systems; Theory of computation → Computational geometry.

^{[38]}The greatest challenges of rigorously modeling coupled hydro-mechanical processes in fractured rocks at different scales are associated with computational geometry.

^{[39]}Computational geometry-based algorithms, such as Voronoi diagram, are known to be efficient and suitable for iterative design processes to achieve land-use optimization.

^{[40]}Typically, we adapt methods from other communities like mathematics, data science, computational geometry, artificial intelligence, or scientific computing.

^{[41]}This problem is a variant of three well-studied problems that have arisen in computational geometry, data structures, and network design: (i) It is a node-cost variant of the classical Manhattan network problem, (ii) it is an extension of the binary search tree problem to arbitrary demands, and (iii) it is a special case of the directed Steiner forest problem.

^{[42]}Solving nonlinear equations is an important problem which appears in various models of science and engineering such as computer vision, computational geometry, signal processing, computational chemistry, and robotics.

^{[43]}2012 ACM Subject Classification Theory of computation → Data structures design and analysis; Theory of computation → Computational geometry; Information systems → Information retrieval.

^{[44]}2012 ACM Subject Classification Theory of computation → Design and analysis of algorithms; Theory of computation → Computational geometry; Applied computing → Operations research.

^{[45]}We develop a computational geometry-based tractography representation that aims to simplify the connectivity of white matter fibers.

^{[46]}In Cheng, Devillers (eds), 30th Annual Symposium on Computational Geometry, SOCG’14, Kyoto, Japan, June 08–11, p 328, ACM, 2014).

^{[47]}But with the help of image processing techniques and computational geometry, this problem can be handled with ease.

^{[48]}Terrain visibility graphs are a well-known graph class in computational geometry.

^{[49]}2012 ACM Subject Classification Theory of computation → Computational geometry.

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## Several Computational Geometry 여러 계산 기하학

We show how to quantify uncertainties while applying several computational geometry, spatial statistics, and clustering tasks for post-processing APT datasets as large as two billion ions.^{[1]}Exploiting several computational geometry techniques, we reduce the openloop controller synthesis problem to satisfiability over quantifierfree linear real arithmetic.

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## computational geometry algorithm 계산 기하학 알고리즘

For increased efficiency, the core package is written in C++, works in parallel, and uses the Computational Geometry Algorithms Library (Hert & Seel, 2020).^{[1]}Therefore, to use these frameworks, the user must write or use external programs based on computational geometry algorithms to convert their point data set to a graph, which requires more programming effort and can also lead to performance degradation.

^{[2]}The simulator is based on a generic computational geometry algorithm which estimates the exact volume of rock removed by each cutter while making minimal assumptions on the geometry of the cutter.

^{[3]}Our simulation makes use of an improved computational geometry algorithm XenoSweep, which predicts sweep collision in a particularly simple way.

^{[4]}The experimental plan addressed: (i) the evaluation of the particle shape from a large number of particles using a computational geometry algorithm and statistical procedures; (ii) the estimation of the minimum and maximum void ratio through two standard methods; (iii) the assessment of the stress–strain behaviour by triaxial tests using lubricated end platens and an embedded connection piston, and void ratio measurements using end-of-test soil freezing; and (iv) the stress-dependency assessment of seismic wave velocities using bender elements.

^{[5]}In the proposed ArcDEM, a series of computational geometry algorithms are first developed to identify the convex corners and concave troughs of an arbitrary-shaped particle outline.

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## computational geometry technique 계산 기하학 기법

Considering that not only throughput capacity of airspace but also complexity of path planning is highly dependent on the topology of a navigable space, we propose a new airspace assessment approach to extract the topology of airspace using computational geometry techniques.^{[1]}Using image processing and computational geometry techniques to calculate the orientation.

^{[2]}The key contribution made in this paper is the complete automation of the design of a PSCI based on the skull’s unique geometry using a combination of image-processing and computational geometry techniques.

^{[3]}Exploiting several computational geometry techniques, we reduce the openloop controller synthesis problem to satisfiability over quantifierfree linear real arithmetic.

^{[4]}The computational algorithm uses the Voronoi diagram belonging to the computational geometry technique, and then the Delphi software, the TfPolyM computer application, which was developed at the Faculty of Engineering of the Slovak University of Agriculture in Nitra.

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## computational geometry optimization

The narrowed down list of constituents from Tinospora cordifolia paved way for further tuning their ability to inhibit COVID-19 by modifying the chemical structures and by employing computational geometry optimization and docking methods.^{[1]}We present and solve a new computational geometry optimization problem in which a set of circles with given radii is to be arranged in unspecified area such that the length of the boundary, i.

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## computational geometry tool 계산 기하학 도구

With the proposed GNA design framework, we provide mathematical analysis and efficient heuristic algorithms that are built on the latest computational geometry tools and combinatorial optimization techniques.^{[1]}The methods scalability are currently limited by the computational requirements for performing the necessary set operations by current computational geometry tools.

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