1st Meeting Industrial Geometry Project S09205 “Computational Geometry” Oswin Aichholzer, Franz Aurenhammer, Thomas Hackl, Bernhard Kornberger, Students:

Slides:



Advertisements
Similar presentations
1 Computational Geometry Chapter Range queries How do you efficiently find points that are inside of a rectangle? –Orthogonal range query ([x 1,
Advertisements

1 st Meeting, Industrial Geometry, 2005 Approximating Solids by Balls (in collaboration with subproject: "Applications of Higher Geometrics") Bernhard.
13-Optimization Assoc.Prof.Dr. Ahmet Zafer Şenalp Mechanical Engineering Department Gebze Technical.
Advanced Manufacturing Laboratory Department of Industrial Engineering Sharif University of Technology Session # 7.
Surface Simplification Using Quadric Error Metrics Speaker: Fengwei Zhang September
GRAPP, Lisbon, February 2009 University of Ioannina Skeleton-based Rigid Skinning for Character Animation Andreas Vasilakis and Ioannis Fudos Department.
MRI Brain Extraction using a Graph Cut based Active Contour Model Noha Youssry El-Zehiry Noha Youssry El-Zehiry and Adel S. Elmaghraby Computer Engineering.
Theme III: Process Planning and Validation Theme Objective: To develop advanced geometric computing algorithms and novel closed-loop machining platforms.
Advanced Manufacturing Laboratory Department of Industrial Engineering Sharif University of Technology Session # 8.
GATE D Object Representations (GATE-540) Dr.Çağatay ÜNDEĞER Instructor Middle East Technical University, GameTechnologies & General Manager SimBT.
Mean-Shift Algorithm and Its Application Bohyung Han
Area 1: Algorithms Dan Halperin, School of Computer Science, Tel Aviv University.
Themis Palpanas1 VLDB - Aug 2004 Fair Use Agreement This agreement covers the use of all slides on this CD-Rom, please read carefully. You may freely use.
An efficient and effective region-based image retrieval framework Reporter: Francis 2005/5/12.
1 GEOMETRIE Geometrie in der Technik H. Pottmann TU Wien SS 2007.
1 Image-Based Visual Hulls Paper by Wojciech Matusik, Chris Buehler, Ramesh Raskar, Steven J. Gortler and Leonard McMillan [
Retrieval Evaluation: Precision and Recall. Introduction Evaluation of implementations in computer science often is in terms of time and space complexity.
Computational Geometry Algorithms Library Source: CGAL web page
UMass Lowell Computer Science Geometric Modeling Prof. Karen Daniels Spring, 2009 Lecture 1 Course Introduction.
Scalable Information-Driven Sensor Querying and Routing for ad hoc Heterogeneous Sensor Networks Maurice Chu, Horst Haussecker and Feng Zhao Xerox Palo.
IE433 CAD/CAM Computer Aided Design and Computer Aided Manufacturing Part-4 Computer Graphics- CAD Software Industrial Engineering Program King Saud University.
Introduction to Boolean Operations on Free-form Solids CS284, Fall 2004 Seung Wook Kim.
1 Street Generation for City Modeling Xavier Décoret, François Sillion iMAGIS GRAVIR/IMAG - INRIA.
Data Structures Lecture-1:Introduction
1st Meeting Industrial Geometry Approximation Theory and Computational Geometry 1st IG-Meeting New Allies Joint research with project S09202 "Coupling.
Modeling and representation 1 – comparative review and polygon mesh models 2.1 Introduction 2.2 Polygonal representation of three-dimensional objects 2.3.
AdvisorStudent Dr. Jia Li Shaojun Liu Dept. of Computer Science and Engineering, Oakland University 3D Shape Classification Using Conformal Mapping In.
Hubert CARDOTJY- RAMELRashid-Jalal QURESHI Université François Rabelais de Tours, Laboratoire d'Informatique 64, Avenue Jean Portalis, TOURS – France.
Tracking Surfaces with Evolving Topology Morten Bojsen-Hansen IST Austria Hao Li Columbia University Chris Wojtan IST Austria.
Visibility Graphs and Motion Planning Kittiphan Techakittiroj for the Degree of Master of Science Department of Computer Science, Ball State University,
Gwangju Institute of Science and Technology Intelligent Design and Graphics Laboratory Multi-scale tensor voting for feature extraction from unstructured.
CAD/Graphics 2013, Hong Kong Footpoint distance as a measure of distance computation between curves and surfaces Bharath Ram Sundar*, Abhijit Chunduru*,
Dobrina Boltcheva, Mariette Yvinec, Jean-Daniel Boissonnat INRIA – Sophia Antipolis, France 1. Initialization Use the.
U-Solids: new geometrical primitives library for Geant4 and ROOT Marek Gayer CERN Physics Department (PH) Group Software Development for Experiments (SFT)
CURE: Clustering Using REpresentatives algorithm Student: Uglješa Milić University of Belgrade School of Electrical Engineering.
Distributed Computing Rik Sarkar. Distributed Computing Old style: Use a computer for computation.
Geometric Modeling using Polygonal Meshes Lecture 1: Introduction Hamid Laga Office: South.
Computational Geometry Seminar. Computational Geometry Design and analysis of algorithms involving geometric IO. Has been an active area since late 70s.
Introduction to Algorithms By Mr. Venkatadri. M. Two Phases of Programming A typical programming task can be divided into two phases: Problem solving.
Nick Draper 05/11/2008 Mantid Manipulation and Analysis Toolkit for ISIS data.
UNC Chapel Hill M. C. Lin COMP290-72: Computational Geometry and Applications Tues/Thurs 2:00pm - 3:15pm (SN 325) Ming C. Lin
Extraction and remeshing of ellipsoidal representations from mesh data Patricio Simari Karan Singh.
Digital Intuition Cluster, Smart Geometry 2013, Stylianos Dritsas, Mirco Becker, David Kosdruy, Juan Subercaseaux Welcome Notes Overview 1. Perspective.
Geometric Modeling How to design a graphical model? How to create a digital description of a real-world object? Design Digitize.
CPSC : Data-driven Computer Graphics Jinxiang Chai.
Minimum Distance between curved surfaces Li Yajuan Oct.25,2006.
3D Object Modelling and Classification Intelligent Robotics Research Centre (IRRC) Department of Electrical and Computer Systems Engineering Monash University,
9 of 18 Introduction to medial axis transforms and their computation Outline DefinitionsMAS PropertiesMAS CAD modelsTJC The challenges for computingTJC.
Large Scale Time-Varying Data Visualization Han-Wei Shen Department of Computer and Information Science The Ohio State University.
A Multiresolution Symbolic Representation of Time Series Vasileios Megalooikonomou Qiang Wang Guo Li Christos Faloutsos Presented by Rui Li.
1 CS 430/585 Computer Graphics I 3D Modeling: Subdivision Surfaces & Solid Modeling Week 9, Lecture 17 David Breen, William Regli and Maxim Peysakhov Geometric.
1 Approximate XML Query Answers Presenter: Hongyu Guo Authors: N. polyzotis, M. Garofalakis, Y. Ioannidis.
Geometrically Bounded Wireframe AIC (Part 510) Grouping of curves relevant for 3-dimensional wireframe modeling without topological constructs Elementary.
3D Object Representations 2011, Fall. Introduction What is CG?  Imaging : Representing 2D images  Modeling : Representing 3D objects  Rendering : Constructing.
U-Solids: new geometrical primitives library for Geant4 and ROOT Marek Gayer CERN Physics Department (PH) Group Software Development for Experiments (SFT)
OR Integer Programming ( 정수계획법 ). OR
3D Object Representations 2009, Fall. Introduction What is CG?  Imaging : Representing 2D images  Modeling : Representing 3D objects  Rendering : Constructing.
Clustering Motion or Crunching Clusters, Hiding Logs
Introduction to Graphics Modeling
3D Object Representations
Benchmarking CAD Search Techniques
Local Feature Extraction Using Scale-Space Decomposition
Prepared by: Mahmoud Rafeek Al-Farra
Junqi Zhang+ Xiangdong Zhou+ Wei Wang+ Baile Shi+ Jian Pei*
Medical Images Edge Detection via Neutrosophic Mathematical Morphology
Methods for Fitting CSG Models to Point Clouds and their Comparison
Practice Geometry Practice
3-Dimentional Graphic How to create the Bowling Pin and Ball By using Autodesk 3Ds MAX 2013.
Introduction to Computer Graphics
Presentation transcript:

1st Meeting Industrial Geometry Project S09205 “Computational Geometry” Oswin Aichholzer, Franz Aurenhammer, Thomas Hackl, Bernhard Kornberger, Students: Odo Benda, Birgit Vogtenhuber IST & IGI TU-Graz Industrial Geometry

1st Meeting Industrial Geometry Project S09205 „Computational Geometry“ - Introduction 1 Introduction  Computational Geometry:  Algorithms and data structures for elementary geometric questions  Traditionally: basic geometric objects (points, lines … )  Real world applications: advanced geometric primitives (surfaces, location query structures …)  Objectives  Provide algorithmic background for subprojects within the JRP  Develop novel techniques and geometric structures for applications  Utilize existing CG libraries to guarantee robustness and efficiency

1st Meeting Industrial Geometry Project S09205 „Computational Geometry“ - Introduction 2 Activities  5.1: Mesh generation & geometric graphs  5.2: Distances and clustering  5.3: Efficient geometric data structures for quick information retrieval  5.4: Geometric graphs and segmentation  5.5: Advanced geometric representations

1st Meeting Industrial Geometry Project S09205 „Computational Geometry“ - Introduction 3 And now: Real Talks  Computational Geometry - Some Basic Structures Franz Aurenhammer (25 Min.)  Approximating Solids by Balls Bernhard Kornberger (20 Min.)  Approximation Theory and Computational Geometry - New Allies Thomas Hackl (15 Min.)