ESSENTIAL READING
Voronoi Diagrams -A Survey of a Fundamental Geometric Data Structure
FRANZ AURENHAMMER
ACM Computing Surveys, Vol. 23, No. 3, September 1991
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Geometric Data Structures for Computer Graphics [Local Copy | Click Here]
Randomized Algorithms
RAJEEV MOTWANI, PRABHAKAR RAGHAVAN
March 1996 Computing Surveys (CSUR) , Volume 28 Issue 1
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Development of Techniques for Visualization of Scalar and
Vector Fields In an Immersive Environment (CAVE)
B. Bidasaria
March 2005 ACM-SE 43: Proceedings of the 43rd annual Southeast regional conference - Volume 2 , Volume 2
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ADDITIONAL READING
Subhas Nandy - Voronoi diagrams
Voronoi Diagrams -A Survey of a Fundamental Geometric Data Structure
FRANZ AURENHAMMER
ACM Computing Surveys, Vol. 23, No. 3, September 1991
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Sudebkumar Pal - Geometric Data Structures
Geometric Data Structures for Computer Graphics [Local Copy | Click Here]
External Memory Geometric Data Structures
Lars Arge
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Herv´e Bronnimann, Timothy M. Chan, Eric Y. Chen
Annual Symposium on Computational Geometry, Proceedings of the twentieth annual symposium on Computational geometry, Brooklyn, New York, USA [Local Copy | Click Here]
Niloy Mitra - Symmetry and Structure Detection in 3D Geometry
Discovering structural regularity in 3D geometry
M. Pauly, N. J. Mitra, J.Wallner, H. Pottmann, and L. Guibas
ACM Transactions on Graphics, 27(3):#43, 1{11, 2008.
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Geometric Modeling in Shape Space
Martin Kilian, Niloy J Mitra, Helmut Pottmann
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Niloy Mitra, Leonidas Guibas, Mark Pauly [Local Copy | Click Here]
Symmetry for Architectural Design
Niloy Mitra, Mark Pauly[Local Copy |
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Subir Ghosh -
Art Gallery Theorems
Art Gallery Illumination Problems
Jorge Urrutia [Local Copy | Click here]
Finding the Shortest Watchman Route in a Simple Polygon
Svante Carlsson, Kakan Jonsson, Bengt J Nilsson
Proceedings of the 4th International Workshop on Algorithms and Data Structures, Pages: 122 - 134
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Subhasis Banerjee - Projective Geometry for Graphics and Computer Vision
Projective Geometry
Tom Davis [Local Copy |
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Sandeep Sen -
Randomized Algorithms
Randomized Algorithms
RAJEEV MOTWANI, PRABHAKAR RAGHAVAN
March 1996 Computing Surveys (CSUR) , Volume 28 Issue 1
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Randomized External-Memory Algorithms
for Some Geometric Problems
A. Crauser P. Ferragina K. Mehlhorn U. Meyer E. Ramos
June 1998 SCG '98: Proceedings of the fourteenth annual symposium on Computational geometry
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HOW (AND WHY) TO INTRODUCE MONTE CARLO
RANDOMIZED ALGORITHMS INTO A BASIC ALGORITHMS
COURSE?*
Yana Kortsarts and Jeffrey Rufinus
December 2005 Journal of Computing Sciences in Colleges , Volume 21 Issue 2
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Vijay Natarajan - Scalar Field visualization
Development of Techniques for Visualization of Scalar and
Vector Fields In an Immersive Environment (CAVE)
B. Bidasaria
March 2005 ACM-SE 43: Proceedings of the 43rd annual Southeast regional conference - Volume 2 , Volume 2
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Visualization of scalar topology for structural enhancement
C.L. Bajaj, V. Pascucci, and D. Schikore
In Proc.
IEEE Conf. Visualization, pages 51–58, 1996
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Efficient output-sensitive construction of Reeb graphs
H. Doraiswamy and V. Natarajan
In Proc. Intl. Symp.
Algorithms and Computation, 2008.
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Texture splats for 3D scalar and vector field visualization
Roger A. Crawfis, Nelson Max
October 1993VIS '93: Proceedings of the 4th conference on Visualization '93
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Subodh Kumar -
Cache friendly Compressed representation for Geometry
Geometry Engine Optimization: Cache Friendly Compressed Representation of Geometry
Jatin Chhugani, Subodh Kumar [Local Copy |
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L Sunil Chandran - Geometric Representation of Graphs
Geometric Representation of Graphs
Laszlo Lovasz [Local Copy |
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P Partha Goswami - Duality Transformations in Geometry
Duality transformations and its application in computational geometry
Partha Goswami [Local Copy |
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Abhiram G. Ranade - Geometric Packing
Exact Algorithms for a Geometric Packing Problem
L. Kucera K. Mehlhorn B. Preis E. Schwarzenecker [Local Copy |
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Satish Govindrajan - Geometric Graphs
Geometric Graphs for Improving Nearest Neighbor Decision Rules
Godfried Toussaint [Local Copy |
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Swami Sarvottamananda - Prune and Search Technique in Geometry
Kirkpatrick-Seidel’s Prune-and-Search Convex Hull Algorithm[Local Copy | Click Here]