81. Professor C.T.J. Dodson UMIST, Manchester. Differential geometry, stochastic geometry and applications. http://www.ma.umist.ac.uk/kd/homepage/dodson.html

Professor C.T.J. Dodson School of Mathematics University of Manchester , Sackville Street, Manchester M60 1QD, UK Welcome to Kit Dodson's homepage Research and preprints: differential geometry and stochastic geometry books Other interests: walking windsurfing sailing , and local history Email: ctdodson@manchester.ac.uk Some of my other webpages: PDF LaTeX Tutorial for scientific wordprocessing Notes On Making Mathematical Notes For Your Course Differential Geometry course notes Curves and Surfaces course notes ... School of Mathematics Homepage Our Klein Bottle Mural Research Interests + Preprints Differential geometry : Global differential geometry of manifolds; spaces of connections; universal connections; Banach manifolds and bundles; harmonic lifts and maps. Applications: pseudo-Riemannian geometry and general relativistic cosmology; geometry of parametric statistical models; information geometry and information topology. Books Stochastic geometry : Characterization of spatial statistics of assemblages of discrete objects like lines, rectangles discs, cylinders; quantification of small departures from random or chaotic states. Applications: Structure of stochastic porous media and its fluid transport properties.

82. David Kohel, Sydney Mathematics & Statistics Workshop in Arithmetic geometry and applications (Elliptic Curves and HIgher DimeNsional Analogues). University of Sydney, Australia; 1519 July 2002. http://magma.maths.usyd.edu.au/echidna/

83. Fields Institute - Thematic Program On Geometric Applications Of Homotopy Theory Thematic Program on Geometric applications of Homotopy Theory research program will develop new applications of homotopy theory in algebraic geometry, http://www.fields.utoronto.ca/programs/scientific/06-07/homotopy/

THEMATIC PROGRAMS September 16, 2005 Home About Us NPCDS/PNSDC Mathematics Education ... Search Thematic Program on Geometric Applications of Homotopy Theory January-June, 2007 Registration (open in 2006) Graduate Courses TBA Postdoctoral Fellowship Applications to visit Fields Visitor Information Apply for Thematic Program participation support ( Canadian and International participants) Hotels and Housing This research program will develop new applications of homotopy theory in algebraic geometry, number theory and mathematical physics, and will include subprograms on the homotopy theory of schemes, stacks in geometry and topology, and higher categories and their applications. The overall program organizers are: Rick Jardine (Western Ontario), Lead Organizer, jardine@uwo.ca Gunnar Carlsson (Stanford), gunnar@math.stanford.edu Dan Christensen (Western Ontario), jdc@uwo.ca The subprograms, and their organizers, are the following: Note: All subprograms will incorporate graduate courses in addition to the displayed five-day workshops.

84. Frederik Vercauteren University of Bristol. Algorithmic number theory and computational algebraic geometry; applications to cryptography. http://www.cs.bris.ac.uk/~frederik/index.html

Bristol CS Index Dr. Fré Vercauteren Lecturer Address: Computer Science Department Woodland Road University of Bristol Bristol BS8 1UB, United Kingdom Office : Merchant Venturers Building, Room 3.47 Phone: +44-117-954-5634 Fax : +44-117-954-5208 E-mail: frederik@cs.bris.ac.uk Read this first: This page is no longer maintained since I've moved to Leuven. Click here to go there. Teaching: - Introduction to Cryptography - Information Security - Object Oriented Programming Research Interests: Algorithmic number theory and computational algebraic geometry Applications of the above in cryptography Publications: F. Vercauteren, B. Preneel, J. Vandewalle. A Memory Efficient Version of Satoh's Algorithm. In Birgit Pfitzmann (Ed.) Advances in Cryptology - EUROCRYPT 2001, Lecture Notes in Computer Science 2045 Springer 2001, p. 1-13. S. Janssen, J. Thomas, W. Borremans, P. Gijsels, I. Verbauwhede, F. Vercauteren, B. Preneel, J. Vandewalle. Hardware/Software Co-design of an Elliptic Curve Public-key Cryptosystem. In Proceedings IEEE Workshop on Signal Processing Systems, SiPS-2001, Antwerp, Belgium, 2001, p. 209-216. J. Denef, F. Vercauteren.

85. Computational Geometry Computational geometry Theory and applications. Computational geometry @ ScienceDirect. 2003 Volumes 24, 25, 26; 2002 Volumes 21, 22, 23 http://www.informatik.uni-trier.de/~ley/db/journals/comgeo/

Computational Geometry: Theory and Applications Computational Geometry @ ScienceDirect 2003: Volumes 2002: Volumes 2001: Volumes 2000: Volumes 1999: Volumes 1998: Volumes 1997: Volumes Volume 6: 1996 Volume 5: 1995/1996 Volume 4: 1994 Volume 3: 1993 ... Volume 1: 1991/1992 DBLP: [ Home Author Title Conferences ... Journals Fri Sep 16 23:33:49 2005 by Michael Ley ley@uni-trier.de

86. Jun For Java Framework for developing 3D graphics applications. Features include Geometric elements (point, line, NURBS curve, plane, and surface) and operations (rotation, translation, and resize); Topological elements (vertex, edge, loop, body) and operations (Eulerian operations, geometry operations, global operations, set operations); 3D Charts; VRML1.0/2.0 (97) reader/writer. Open Source http://www.sra.co.jp/people/nisinaka/Jun4Java/index_en.html

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87. International Journal Of Computational Geometry And Applications International Journal of Computational geometry and applications. IJCGA Home Page Volume 15, 2005 Volume 14, 2004 Volume 13, 2003 Volume 12, 2002 http://www.informatik.uni-trier.de/~ley/db/journals/ijcga/

International Journal of Computational Geometry and Applications IJCGA Home Page Volume 15, 2005 Volume 14, 2004 Volume 13, 2003 ... Volume 1, 1991 DBLP: [ Home Author Title Conferences ... Journals Fri Sep 16 23:39:43 2005 by Michael Ley ley@uni-trier.de

88. James F. Glazebrook Eastern Illinois University and University of Illinois at UrbanaChampaign. Differential geometry and its applications to Mathematical Physics; Index Theory and Foliations; Holomorphic Vector Bundles; Noncommutative geometry. Books, articles and preprints. http://www.math.uiuc.edu/~glazebro/

James F. Glazebrook Professor: Department of Mathematics Eastern Illinois University 600 Lincoln Ave. Charleston, Illinois 61920-3099 Office: Old Main 338 e-mail: cfjfg@eiu.edu Adjunct Professor: Department of Mathematics University of Illinois at Urbana-Champaign 1409 W. Green Street Urbana, Illinois 61801-2975 Office: Coble Hall B3 (217) 244 3288; FAX: (217) 333-9576 e-mail: glazebro@math.uiuc.edu General Information Ph.D. University of Warwick Research Interests Differential Geometry and its Applications to Mathematical Physics; Index Theory and Foliations; Holomorphic Vector Bundles; Noncommutative Geometry Appointments and Visits Publications Books Journal Articles In Preparation Recent Presentations ... Membership

89. David Kohel, Sydney Mathematics & Statistics Workshop on computational approaches in arithmetic geometry, covering arithmetic of curves, abelian varieties, and applications. University of Sydney, Australia; 1214 January 2005. http://magma.maths.usyd.edu.au/~kohel/echidna/2/

90. AeroHydro - 3D Surface Design Marine design with relational geometry, collection of other tools such as a VPP, hydrostatics and plate expansion applications. http://www.aerohydro.com/index.html

AeroHydro, Inc. The most advanced 3D surface modeling available... Marine design MultiSurf SurfaceWorks Marine Hydro ... Search What's AeroHydro? It's MultiSurf , it's Surface Works , it's all the familiar names and more. It's a complete computer aided design (CAD) package with the ability to create freeform surface shapes that in other CAD packages are either difficult to create or not available at all. Choose the option(s) you want! What's new? NEW! Limited Time Savings for SurfaceWorks and Upgrade Modules NEW! SurfaceWorks 5.2 now available! SurfaceWorks subscribers: download it on the SurfaceWorks support site . Subscribers to SurfaceWorks Marine, go to Marine support site Read: What's New in SurfaceWorks 5.0 (pdf). What's New in SurfaceWorks 5.2 (pdf). MultiSurf 5.0.3 is available on the Subscribers' Support page . Here are Release notes for MultiSurf Service Packs 1-3 (for MultiSurf versions 5.0.1-5.0.3). NOTE: Anyone using MS-PLEX with MultiSurf 5.0

91. Conference Stochastic Geometry And Its Applications - Bern 3-7 October 2005 http://www.cx.unibe.ch/~ilya/wbec/

92. VersionUS Conference in honour of Michel Raynaud. Orsay, 1822 June 2001. http://www.math.u-psud.fr/~mr2001/confraynaudus.htm

French version ALGEBRAIC GEOMETRY AND APPLICATIONS TO NUMBER THEORY A CONFERENCE IN HONOR OF MICHEL RAYNAUD ORSAY, JUNE 18-22, 2001 Invited speakers Ahmed Abbes, John Coates, Gerd Faltings, David Harbater, Yasutaka Ihara, Johan de Jong, Nicholas M. Katz, Barry Mazur, Vikram. B. Mehta, Laurent Moret-Bailly, Frans Oort, Michael Rapoport, Kenneth A. Ribet, Jean-Pierre Serre, Christopher Skinner, Tetsuji Shioda, Akio Tamagawa, John Tate. Program Organizing Committee Luc Illusie Jean-Marc Fontaine Yves Laszlo Information : mr2001@math.u-psud.fr You have also an hotel list available on the web. Mathematicians who plan to attend the conference are asked to fill the registration form

93. Differential Geometry And Its Applications DIFFERENTIAL geometry AND ITS applications. Editorial Office Ratiu@epfl.ch; J. Slovak, Department of Algebra and geometry, Masaryk University, http://www.karlin.mff.cuni.cz/jdga/

Editorial Office Editor-in-Chief: O. Kowalski , Faculty of Mathematics and Physics, Charles University, Sokolovska 83, 186 75 Prague 8, Czech Republic, e-mail: kowalski@karlin.mff.cuni.cz (Electronic submission of papers: dga@karlin.mff.cuni.cz Editorial board: D.V. Alekseevsky , University of Hull, Department of Mathematics, Cottingham Road, Hull HU6 7RX, U.K., D.V.Alekseevsky@hull.ac.uk R. Bott , Department of Mathematics, Science Center, 1 Oxford Street, Cambridge, MA 02138, USA, bott@abel.math.harvard.edu J.-P. Bourguignon , Centre de Mathematiques, Ecole Polytechnique, URA du CNRS No. 169, F-91128 Palaiseau CEDEX, France, jpb@ihes.fr R.L. Bryant , Duke Department of Mathematics, P.O. Box 90320, Durham, NC 27708-0320 USA, bryant@math.duke.edu B.A. Dubrovin , Department of Higher Geometry and Topology, Moscow State University, 119899 Moscow, Russia, dubrovin@sissa.it M.G. Eastwood , Department of Pure Mathematics, Adelaide University, SA 5005, Australia, meastwoo@maths.adelaide.edu.au

94. The Theory Of Computation Group Department of Computer Science, Faculty of Science. Focus on the design and analysis of algorithms, including parallel and approximation algorithms. With applications in data mining, operating systems, combinatorics, computational geometry, and NPhard problems. http://www2.cs.science.cmu.ac.th/person/sanpawat/theory.html

95. Differential Geometry And Its Applications The page was removed. See the main page. dga@karlin.mff.cuni.cz. http://www.karlin.mff.cuni.cz/jdga/311201-1102/

The page was removed. See the main page. dga@karlin.mff.cuni.cz

96. MEGA 2005 The Eighth International Symposium on Effective Methods in Algebraic geometry. Computing in and with algebraic geometry Theory, Algorithms, Implementations, applications. Porto Conte, Alghero, Sardinia,Italy; 26 May 2 June 2005. http://www.dm.unipi.it/MEGA05/

97. Education PowerTools - Geometry - Maple Application Center - Maplesoft Maple Application Center All Categories Education PowerTools geometry geometry Complete Set of Lessons Rating Not yet rated, October, 2003 http://www.maplesoft.com/applications/app_center_browse.aspx?CID=14&SCID=147

98. Research PowerTools - Convex Geometry - Maple Application Center - Maplesoft Application Center MaplePrimes Research PowerTools Education PowerTools Convex geometry Rating Not yet rated, May, 2004, Matthias Franz http://www.maplesoft.com/applications/app_center_browse.aspx?CID=13&SCID=168

99. Institute For Geometry And Its Applications Institute for geometry and its applications. Members, meetings, publications. http://www.maths.adelaide.edu.au/~iga/

"Where there is matter, there is geometry." Johannes Kepler (1571-1630) Aims Members Contact Seminars ... University of Adelaide Geometry lies at the core of modern mathematics with deep and wide implications in all other mathematical disciplines. In the last decade there has been an extraordinary confluence of ideas in mathematics and theoretical physics brought about by pioneering discoveries in geometry and analysis. Geometry pervades modern technology (medical imaging and information security being two well known examples). Part of the School of Pure Mathematics the Institute for Geometry and its Applications (IGA) organises symposia and workshops and provides collaborative opportunities to promote research in geometry. The IGA has expertise in mathematical physics, particularly string theory, geometric analysis, differential geometry, representation theory of Lie groups and finite geometry and its applications to information security. The activities of the Geometric Analysis group for the last five years are here.

100. Applications Of Computational Geometry:Virtual Reality, 3D Graphics, And Route P applications of Computational geometry Virtual Reality, 3D Graphics, and Route Planning. Department of Applied Mathematics and Statistics http://www.cs.sunysb.edu/~ors/Fall-1995/mitchell-95.html

Ongoing Research Seminar Friday September 29, 1995 Joseph S.B. Mitchell Applications of Computational Geometry: Virtual Reality, 3D Graphics, and Route Planning Department of Applied Mathematics and Statistics State University of New York, Stony Brook, NY 11794-3600 We describe ongoing work in applied computational geometry in three problem domains: Virtual Reality - Motivated by this need to do collision detection in virtual reality, we address the following problem: Given a description of a geometric environment, E , in three dimensions, preprocess it into a data structure of small size so that queries of the form, ``Does object A intersect any of the obstacles in E ?'' can be answered very rapidly. Further, we study the problem of tracking the motion of A within E , in order to detect dynamically, in real time, when A collides with an obstacle. The environment E is given to us as a boundary representation of a set of polyhedral obstacles, each of which is a component part that has been designed and modeled within a CAD system. 3D Graphics - We have been studying theoretical and practical aspects of the model simplification/approximation problem for some time. We will briefly discuss some current approaches.

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