"A new real-time algorithm for the two-dimensional convex hull problem"

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Book	Author(s)	Year	Publisher
A new real-time algorithm for the two-dimensional convex hull problem	Edmond Schonberg	1981	Courant Institute of Mathematical Sciences, New York University
Two-Dimensional Real-Time Ultrasonic Imaging of the Heart	Emilio R. Giuliani	1985	Springer US
Colftar: a real-time electro-optical system for two dimensional Fourier transforms.	Douglas Stuart Sand	1973	Dept. of Computer Science, University of Illinois
An efficient motion planning algorithm for a convex polygonal object in 2-dimensional polygonal space.	K. Kedem	1986	Courant Institute of Mathematical Sciences, New York University
Color atlas of real-time two-dimensional doppler echocardiography		1984	Shindan-to-Chiryo Co.;Distributed by Lea & Febiger
On the two-dimensional Davenport Schinzel problem.	Micha Sharir	1985	Courant Institute of Mathematical Sciences, New York University
Real Time Convex Optimisation for 5G Networks and Beyond (Telecommunications)	Long D. Nguyen, Trung Q. Duong, Tuan D. Hoang	2022	The Institution of Engineering and Technology
The Projected Subgradient Algorithm in Convex Optimization	Alexander J. Zaslavski	1st ed. 2020	Springer International Publishing
Real time prediction of ship hull vibration	James Wallace Taylor	1984	Massachusetts Institute of Technology
optimal on-line scheduling algorithm for overloaded real-time systems.	Gilad Koren	1992	Courant Institute of Mathematical Sciences, New York University
The two-dimensional Riemann problem in gas dynamics	Jiequan Li; Tong Zhang; Shuli Yang	1998	Routledge
An optimal scheduling algorithm with a competitive factor for real-time systems	Gilad Koren	1991	Courant Institute of Mathematical Sciences, New York University
An optimal scheduling algorithm with a competitive factor for real-time systems.	Gilad Koren	1991	Courant Institute of Mathematical Sciences, New York University
Creating a real-time three dimensional display for the Janus combat modeler	James A. Vaglia	1994	Naval Postgraduate School
A Branch-and-Bound Algorithm for Multiobjective Mixed-integer Convex Optimization	Stefan Rocktäschel	1st ed. 2020	Springer Fachmedien Wiesbaden
The rectilinear convex skull problem	Derick Wood	1984	Courant Institute of Mathematical Sciences, New York University
An algorithm for the traveling salesman problem	John D. C. Little	1963	M.I.T.
A branch and exclude algorithm for the knapsack problem	Robert Lawrence Hegerich	1968	Naval Postgraduate School;Available from National Technical Information Service
Textbook of Real-Time Three Dimensional Echocardiography	Luigi Badano; Roberto M. Lang; Jose Luis Zamorano	2011	Springer London
Planning a purely translational motion for a convex object in two-dimensional space using generalized Voronoi diagrams	D. Leven	1985	Courant Institute of Mathematical Sciences, New York University
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Chapter	Author(s)	Book	Book Authors	Year	Publisher
Convex-Hull Problem		Introduction to the design & analysis of algorithms	Anany Levitin	2012	Pearson
Convex-Hull Problem		Introduction to the design and analysis of algorithms	Levitin, Anany V	2011;2019	Pearson
Convex-Hull Problem		Introduction to the Design and Analysis of Algorithms	Anany Levitin	2011	Addison Wesley (Pearson Education Inc.)
A Variational Convex Hull Algorithm	Lingfeng Li; Shousheng Luo; Xue-Cheng Tai; Jiang Yang	Scale Space and Variational Methods in Computer Vision: 7th International Conference, SSVM 2019, Hofgeismar, Germany, June 30 – July 4, 2019, Proceedings	Jan Lellmann; Martin Burger; Jan Modersitzki	1st ed. 2019	Springer International Publishing
A New Linear Time Algorithm for Computing the Convex Hull of a Simple Polygon	W. Hochstättler; S. Kromberg; C. Moll	Operations Research ’93: Extended Abstracts of the 18th Symposium on Operations Research held at the University of Cologne September 1–3, 1993	Achim Bachem; Ulrich Derigs; Michael Jünger; Rainer Schrader	1994	Physica-Verlag HD
1151 The convex hull problem		Algorithms: Design Techniques and Analysis	M H Alsuwaiyel	2021	World Scientific Pub Co Inc
175 The Convex Hull Problem		Algorithms: Design Techniques and Analysis	M H Alsuwaiyel	2021	World Scientific Pub Co Inc
A Simple Polynomial Time Algorithm for a Convex Hull Problem Equivalent to Linear Programming	Bahman Kalantari	Combinatorics Advances	Charles J. Colbourn; Ebdollah Sayed Mahmoodian	1995	Springer US
Parallel algorithms for the convex hull problem in two dimensions	Dhruva Nath; S. N. Maheshwari; P. C. P. Bhatt	CONPAR 81: Conference on Analysing Problem Classes and Programming for Parallel Computing, Nürnberg, June 10-12, 1981. Proceedings	W. Händler	1981	Springer Berlin Heidelberg
Optimal Time-Space Tradeoff for the 2D Convex-Hull Problem	Omar Darwish; Amr Elmasry	Algorithms - ESA 2014: 22th Annual European Symposium, Wrocław, Poland, September 8-10, 2014. Proceedings	Andreas S. Schulz; Dorothea Wagner	2014	Springer Berlin Heidelberg
A Faster Convex-Hull Algorithm via Bucketing	Ask Neve Gamby; Jyrki Katajainen	Analysis of Experimental Algorithms: Special Event, SEA² 2019, Kalamata, Greece, June 24-29, 2019, Revised Selected Papers	Ilias Kotsireas; Panos Pardalos; Konstantinos E. Parsopoulos; Dimitris Souravlias; Arsenis Tsokas	1st ed. 2019	Springer International Publishing
4–3 The convex hull problem		Introduction to the Design and Analysis of Algorithms	R. C. T. Lee, Shian-Shyong Tseng, Ruei-Chuan Chang, Y. T. Tsai	2006	McGraw-Hill Education / Asia
Convex Hull		Encyclopedia of Operations Research and Management Science	Saul I. Gass; Michael C. Fu	3rd ed. 2013	Springer US
Convex Hull		Encyclopedia of Neuroscience	Marc D. Binder; Nobutaka Hirokawa; Uwe Windhorst	2009	Springer Berlin Heidelberg
Convex Hull	Virginio Cantoni; Alessandro Gaggia; Luca Lombardi	Encyclopedia of Systems Biology	Werner Dubitzky; Olaf Wolkenhauer; Hiroki Yokota; Kwang-Hyun Cho	2013	Springer New York
Convex Hull	Clara I. Grima; Alberto Márquez	Computational Geometry on Surfaces: Performing Computational Geometry on the Cylinder, the Sphere, the Torus, and the Cone	Clara I. Grima; Alberto Márquez	2001	Springer Netherlands
Convex Hull	D. M. Steier; A. P. Anderson	Algorithm Synthesis: A Comparative Study	David M. Steier; A. Penny Anderson	1989	Springer New York
Convex hull	Saul I. Gass; Carl M. Harris	Encyclopedia of Operations Research and Management Science	Saul I. Gass; Carl M. Harris	2nd ed. 2001	Springer US
Convex Hull		The Algorithm Design Manual	Steve S. Skiena	1998	TELOS--the Electronic Library of Science
convex hull		A Dictionary of Computer Science (Oxford Quick Reference)	Andrew Butterfield (editor), Gerard Ekembe Ngondi (editor), Anne Kerr (editor)	2016	Oxford University Press
Chapter	Author(s)	Book	Book Authors	Year	Publisher

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