Bereich
	Diplom-Studiengang: Haupstudium Bachelor/Master-Studiengang   2 SWS Vorlesung im Bereich Informatik I (Praktische Informatik)
Beginn
	Dienstag, 15. April, 9:15 Uhr
Wöchentliche Termine
	Zeit: dienstags, 9:15 - 10:45 Uhr Ort: Raum 01.07.014
Teilnehmerkreis
	Studierende im Hauptstudium der Informatik Bachelorstudierende der Informatik
Voraussetzungen
	Grundstudium Informatik Vorlesung Einführung in die Erweiterte Realität
Schein
	Mündliche Prüfung zu Beginn der Semesterferien Prüfungstermine: 15. Juli, 17. Juli, 23. Juli Nachholprüfung: 23. Oktober
Sprechstunde
	Anmeldung per Email an klinker@in.tum.de
Note
	The class will be conducted in English
Schedule
	Date Subject, links to slides Apr. 15, 2003 1.     Introduction, demos Apr. 22, 2003 2.     CV: planar projective geometry Apr. 29, 2003 3.     CV: 3D projective geometry, estimation May 6, 2003 4.     CV: camera calibration (Studentenvollversammlung) May 13, 2003 4.     CV: camera calibration May 20, 2003 5.     CV: epipolar geometry May 27, 2003 6.     In: context toolkit June 3, 2003 7.     In: information filtering June 10, 2003 - no class (Pentecost) - June 17, 2003 8.     UI: user interfaces June 24, 2003 9.     UI: tangible user interfaces July 1, 2003 10.   Conclusions, discussion, demos
Content
	Augmented Reality (AR) allows users to view computer information that is graphically embedded within the real three-dimensional world. Using a semi-transparent head-mounted display (HMD) attached to a wearable computer, a user can inspect and manipulat e objects while viewing information about these objects in the HMD. This information is typically displayed as virtual objects in the real world, thus augmenting the perception of the user. The wearable computer enables users to carry their work as they normally do, without imposing constraints on their mobility or their hand. AR applications span from medical minimally invasive surgery to manufacturing, from machine inspection and repair to games and tourist guides. This class presents technical and mathematical foundations of Augmented Reality - as used in current international research and applications. In particular, the class will teach Geometric concepts (projective transformations, epipolar geometry) that are required for optically registering and tracking objects, Fast rendering algorithms (as used for computer games) Concepts for modeling user contexts in ubiquitous environments
Literature:
	Richard Hartley and Andrew Zisserman. Multiple View Geometry in computer vision. Cambridge University Press, 2000. ISBN 0-521-62304-9. Alan Watt and Fabio Policarpo. 3D Games, Animation and Advanced Real-time Rendering, volume 2. Addison Wesley and Pearson Education Ltd., 2003. ISBN 0-201-78706-7. Anind K. Dey and Gregory D. Abowd. A Conceptual Framework and a Toolkit for Supporting the Rapid Prototyping of Context-Aware Applications. Georgia Institute of Technology, http://www.cs.berkeley.edu/~dey/context.html> http://www.cs.berkeley.edu/~dey/context.html. ...more to come... Edit | Attach | Refresh | Diffs | More | Revision r1.2 - 23 Jun 2005 - 11:05 - MartinBauer © 2001-2004, Lehrstuhl für angewandte Softwaretechnik (2000-2004)    © 2005 am Lehrstuhl für Informatikanwendungen in der Medizin & Augmented Reality (seit 2005)