161. Math Camps, Wrestling, Algebra, Geometry, Trigonometry, Calculus, Basic Math, Pr Summer math camps for grades 512 and wrestling camps for ages 7-16. Located onthe Russian River in Potter Valley. Staff profiles, daily schedules, photos, http://www.piranch.com/

Home Apply Contact Us Cost/Services ... Home We started out as an "Algebra Camp" in 2002. Now in 2005: Math Camps Sport Camp/Retreats/Award Nights Meet the Creator Christian Camps Weddings Baptisms (In 2004 we had over 30 baptisms in the river!) Private Baby Dedications Private Group Picnics Birthday Parties Family Reunions/Get Togethers Time for Quiet Healing or Time to De-Stress Indoor/Outdoor Lectures/Classes Christian Concerts The Beautiful East Fork of the Russian River @ Pi Ranch. Welcome! Over the past 4 summers we have had numerous math camps and sport camps! We have students from all over the west coast! C amp founder/director, Gary Cavender Valley Christian Football Bonding Camp! Wrestling Camp! Refreshing Retreats! Kyle said "I didn't believe Math Camp The first day Cody listed his "liking math" at level could be so much fun"! He worked one. Four days later he changed the 1 to a 10! hard, and he was a lot of fun! The last night Cody did math until 4 am just to win

162. Peanut Software Homepage Free mathematics software for Windows. Individual software packages handle geometry, equations, statistics, discrete math, fractals, matrices, and games. http://math.exeter.edu/rparris/default.html

Peanut Software Homepage Last Updated: 17 Sept 2005 There is a mirror site , which contains the same current versions as this site. There is also a page of FAQ (16 Jun 2005), which I will add to as necessary. Generous Peanut users have established a mailing list and a database for sharing documents. Click the following links to reach the download pages: Wingeom (15 Sep 2005) Winplot (16 Aug 2005) Winstats (16 Sep 2005) Winarc (14 Sep 2005) Winfeed (14 Mar 2005) Windisc (17 Sep 2005) Winlab (07 Jul 2000) Winmat (31 Jan 2005) Wincalc (02 Mar 2005) Documents (15 Sept 2005) The programs may be freely distributed, and the author ( rparris@exeter.edu ) welcomes suggestions for improvements and repairs. Current versions (dated with the program) are always available at this site (Phillips Exeter Academy). Each downloaded program is a self-extracting archive, which contains the executable file and perhaps some accessory files. The executable file includes documentation that can be printed, exported to your word processor, or simply used for on-screen help. To download programs, first create a directory on your hard drive into which the files will be copied, then click the desired links. After downloading, execute each file (double-click its icon) to extract its contents. The program icon should now appear in the directory window. There is no installation program — you will have to

163. DeveloCAD.com - The CAD Componenents Company Graphics libraries for Delphi developers, such as an OpenGL canvas, hidden lines algorithms, and geometry data management. http://www.develocad.com/

DeveloCAD.com - the cad components company about products download forum ... home DeveloCAD.com - The CAD components T he software division of minais (DeveloCAD.com) is a young company with very experienced developers. Our strengths are flexibility, practice and an absolute concentration on offering user- and developerfriendly tools. L et us know your experiences with our tools. That's what we would need to help you and to support you. Let us be a part of your development and let us assist you. Whatever questions or suggestions you will have - don't hesitate to inform develocad.com HiddenLines - the math way C alculating hidden lines based on pure mathematics is a very important feature for a variety of applications. Use this library for controlling industrial plotters, generating your own device outputs. Additionally you will find the complete commands to control an OpenGL based hiddenline buffer for fast screen output.

164. Home Page For Jeff Thunder Northern Illinois University. geometry of numbers. http://www.math.niu.edu/~jthunder/

Jeff Thunder Hi. I'm new at this WWW stuff, so please be gentle! I can be contacted by email, phone or usual mail. jthunder@math.niu.edu Dept. of Math., NIU, DeKalb, IL 60115 Click here to access mathematical papers. I don't have a picture here, but if you are sufficiently perverted, you can find all sorts of them on the naughtier newsgroups. None are of me, I might add. This homepage first erected March 23, 1995 (Revised Oct. 11, 1995) jthunder@math.niu.edu FYEO

165. ListCRGeometry Levico Terme, Trento, Italy; 1217 September 2004. http://www.science.unitn.it/cirm/listCRGeometry.html

"CR Geometry and PDE's" Levico T. (Trento), Sept. 12-17, 2004 Confirmed Participants Mohammed AL-REFAI (Irbid) Christine LAURENT (Grenoble) Andrea ALTOMANI (Potenza) Song-Ying LI (Irvine) Luca BARACCO (Padova) Henri-Michel MAIRE (Geneve) Elisabetta BARLETTA (Potenza) Raffaella MASCOLO (Padova) Louis BOUTET DE MONVEL (Paris) Francine MEYLAN (Fribourg) Antonio BOVE (Bologna) Olena MUL (Aveiro) Filippo BRACCI (Roma II) Mauro NACINOVICH (Roma II) Donato CIAMPA (Torino) Andreea NICOARA (Harvard) Andrea D'AGNOLO (Padova) Takeo OHSAWA (Nagoya) Chiara DE FABRITIIS (Ancona) Marco PELOSO (Torino) Giuseppe DELLA SALA (SNS Pisa) Alessandro PEROTTI (Trento) Makhlouf DERRIDJ (Rouen) Vittoria PIERFELICE (Pisa) Claudio REA (Roma II) Fausto DI BIASE (Pescara) Fulvio RICCI (SNS Pisa) Simone DIVERIO (Roma I) Elisa ROSSI (Roma II) Sorin DRAGOMIR (Potenza) Alberto SARACCO (SNS Pisa) Michael EASTWOOD (Adelaide) Gerd SCHMALZ (Bonn) Peter EBENFELT (San Diego) Armen G. SERGEEV (Moscow) Franc FORSTNERIC (Ljubljana) Mei-Chi SHAW (Notre Dame) Bruno FRANCHI (Bologna) Qiyan SHI (Beijng) Laura GEATTI (Roma II) Anna SIANO (Padova) Robin GRAHAM (Seattle) Laurent STOLOVITCH (Toulouse) Chong-Kyu HAN (Seoul) David S. TARTAKOFF (Chicago)

166. New Page 1 University of Durham. Arithmetic algebraic geometry. Publications, thesis, Pari/GP software. http://maths.dur.ac.uk/~dma0td/

Tim Dokchitser's home page has moved I am in Robinson College, Cambridge from September 2005 on. Redirecting you to http://www.dpmms.cam.ac.uk/~td278/ in 10 seconds...

167. Finitism In Geometry Approaches to geometry that do not presuppose an infinity of points; by JeanPaul van Bendegem. http://plato.stanford.edu/entries/geometry-finitism/

version history HOW TO CITE THIS ENTRY Stanford Encyclopedia of Philosophy A ... Z This document uses XHTML/Unicode to format the display. If you think special symbols are not displaying correctly, see our guide Displaying Special Characters last substantive content change APR The Encyclopedia Now Needs Your Support Please Read How You Can Help Keep the Encyclopedia Free Finitism in Geometry In our representations of the world, especially in physics, infinities play a crucial role. The continuum of the real numbers as a representation of time or one-dimensional space is the best known example. However, these same infinities also cause problems. One just has to think about Zeno's paradoxes or the present-day continuation of that discussion, namely, the discussion about supertasks, to see the difficulties. Hence, it is a very tempting idea to investigate whether it is possible to eliminate these infinities and still be able to do physics. This problem reduces first of all to the question of the possibility of a discrete geometry that can approximate classical infinite geometry as closely as possible. If a positive answer can be given to this question, the second question is what could be the possible physical relevance (if any). 1. What is Finitism in Geometry?

168. Geometry And The Imagination Has a small section on knot theory at an introductory level. Also has sections on orbifolds, polyhedra and topology. http://math.dartmouth.edu/~doyle/docs/gi/gi/gi.html

Bicycle tracks C. Dennis Thron has called attention to the following passage from The Adventure of the Priory School , by Sir Arthur Conan Doyle: `This track, as you perceive, was made by a rider who was going from the direction of the school.' `Or towards it?' `No, no, my dear Watson. The more deeply sunk impression is, of course, the hind wheel, upon which the weight rests. You perceive several places where it has passed across and obliterated the more shallow mark of the front one. It was undoubtedly heading away from the school.' Problems Discuss this passage. Does Holmes know what he's talking about? Try to come up with a method for telling which way a bike has gone by looking at the track it has left. There are all kinds of possibilities here. Which methods do you honestly think will work, and under what conditions? For example, does your method only work if the bike has passed through a patch of wet cement? Would it work for tracks on the beach? Tracks on a patch of dry sidewalk between puddles? Tracks through short, dewy grass? Tracks along a thirty-foot length of brown package-wrapping paper, made by a bike whose tires have been carefully coated with mud, and which has been just ridden long enough before reaching the paper so that the tracks are not appreciably darker at one end of the paper than the other? Try to determine the direction of travel for the idealized bike tracks in Figure Figure 1: Which way did the bicycle go?

169. Durham Pure Mathematics Preprint Series geometry and arithmetic preprints. http://fourier.dur.ac.uk:8000/pure/preprint.html

Pure Mathematics Preprints If necessary, see viewing notes below L. Karp and N. Peyerimhoff Geometric heat comparison criteria for Riemannian manifolds O. Baues and N. Peyerimhoff Geodesics in non-positively curved plane tesselations J. R. Parker M. Farber Topology of robot motion planning M. Farber , T. Kappeler, J. Latschev and E Zehnder, Smooth Lyapunov 1-forms. Enseign. Math. (2), V. Abrashkin An analogue of the field-of-norms functor and the Grothendieck Conjecture J R Parker and I D Platis Open sets of maximal dimension in complex hyperbolic quasi-Fuchsian space R. de Jeu A result on K ... of certain (hyper)elliptic curves B. Guilfoyle and W. Klingenberg Reflection in a translation invariant surface M. Farber and D. Schuetz Closed 1-forms with at most one zero M. Farber Collision free motion planning on graphs to appear in Proceedings of the Sixth International Workshop on Algorithmic Foundations of Robotics (2004) Utrecht/Zeist M. Braverman, A. Carey, M. Farber and V. Mathai, L -torsion and extended L -cohomology to appear in Communications in Contemporary Mathematics.

170. History Of Mathematics - Facets Of India : Ancient And Modern Includes history of algebra trigonometry, numerical mathematics, and geometry in this region. http://www.geocities.com/dipalsarvesh/mathematics.html

If we, the daughters and sons of the Bharata Mata (Mother India), do not help our other sisters and brothers then who else ? Please click here to help the wounded cradle of civilization. Dear guest, your feedback is very important to us and is more than welcome. Please email or click here to give your feedback. If you are not viewing this page from its parent site, please click here to visit the parent site titled "Facets of India : Ancient and Modern". Obligatory Note: This matter is created/compiled by Sarvesh Srivastava from various authentic resources for the site titled "Facets of India : Ancient and Modern" . Please feel free to link the page as it is, including this note, but strictly refrain from copying it as it may result in appropriate legal action. History of Ganit (Mathematics) Introduction Ganit (Mathematics) has been considered a very important subject since ancient times. We find very elaborate proof of this in Vedah (which were compiled around 6000 BC). The concept of division, addition et-cetera was used even that time. Concepts of zero and infinite were there. We also find roots of algebra in Vedah. When Indian Beez Ganit reached Arab, they called it Algebra. Algebra was name of the Arabic book that described Indian concepts. This knowledge reached to Europe from there. And thus ancient Indian Beez Ganit is currently referred to as Algebra.

171. Pi, Giza Plateau, Speed Of Light, Astrology Archaeology It may seem unusual, at first, to apply or convert pi, a geometric ratio, to time.However, time (as we measure it) is simply another way of measuring the http://www.aloha.net/~johnboy/pi.htg/pi.htm

a n d t h e P i F a c t o r "The Great Pyramid is also a "sculpture" of a photon "at rest" and its secret Pi dimension leads to The Star of Bethlehem - The Capstone of The Great Pyramid a Unified Field Theory and the source of a "week" as a measurement of time Star of Bethlehem Sitemap "God is The Great Geometer" - Plato The Circumference of the universe is Pi A Unified Field Theory Theorem One If the diameter of the universe is "1 universe" then the circumference of the universe is Pi (Circumference = Pi D) Theorem Two If the circumference of the universe is Pi (written as a number) then the universe is infinite* Theorem Three If the universe is infinite then every point is the center of the universe *"Pi" is used here as a "transcendental number" which does not represent a quantifiable measurement. Transcendental Pi represents a "symbol of the universe" because both Pi and the universe contain infinite "strings" of non-repeating patterns which produce no two "things" (significant sequences) that are virtually identical. "The universe e x p a n d s or contracts depending upon the availability of grant money".

172. Prof. A.J. Scholl University of Cambridge. Number theory, arithmetic algebraic geometry, modular forms. Preprints, notes. http://www.dpmms.cam.ac.uk/site2002/People/scholl_aj.html

Department of Pure Mathematics and Mathematical Statistics DPMMS People Prof. A.J. Scholl Prof. A.J. Scholl Title: Kuwait Professor of Number Theory and Algebra Room: E1.05 Tel: +44 1223 765889 Personal Home Page Research Interests: Number theory, arithmetic algebraic geometry, modular forms Information provided by

173. Imager Laboratory Works towards advancing the science of computer graphics, computer animation, human computer interaction, and computational geometry. http://www.cs.ubc.ca/nest/imager/imager.html

Address Department of Computer Science University of British Columbia 2330, 2333 - 2424 Main Mall Vancouver, BC V6T 1Z4 CANADA Phone Fax The Imager Laboratory for Graphics, Visualization and HCI is an interdisciplinary research group within the Department of Computer Science at the University of British Columbia . Imager's mission is to advance the science of computer graphics, computer animation, human computer interaction, visualization and computational geometry. Introduction history sponsors finding us events ... photos Research graphics and animation human computer interaction information visualization individual overview Courses undergraduate graduate People faculty students alumni dedications Publications papers theses Resources journals conferences industry Local Interest lab meetings technical meetings newsgroup newsletter ... Graphics Interface 2005 Affiliations

174. Geometry Forum - Problems And Lists This geometry Forum problem of the week asks for the number of different hexominoes, and for how many of them can be folded into a cube. http://mathforum.org/pow/solution22.html

A Math Forum Project Arranging Six Squares - May 9-13, 1994 (a) How many ways can you arrange six squares in the plane so that they all share an edge with at least one other square? Two such arrangements are shown below: (b) How many of these configurations could be folded up to form a cube? Correct solutions to the problem were submitted by: Daniel Chan, Lenny Tang and Marlen Dias Grade 10 students at Burnaby South Secondary School, Burnaby, BC. I have also included the response from Anna Mata from Fairfield High School. While her answer is incorrect, she explained her reasoning. I suspect she has duplicate copies in there somewhere. She also talks about which hexominoes will fold up to be a cube and why. Do you think she is correct? Next problem Previous problem Table of Contents Forum Home Page 2 July 1995

175. Wilson Stothers' Inversive Geometry And CabriJava Pages Includes Steiner's Porism and the arbelos. http://www.maths.gla.ac.uk/~wilson/cabripages/inversive/inversive0.html

The object of these pages is to introduce inversive geometry Many of the results and ideas are Greek, largely due to Apollonius of Perga We shall approach from the Klein viewpoint, that is to say using a group of transformations of a set of points. To motivate the definitions of the set and its transformations, we begin by looking at a classical greek Theorem (Apollonius's Theorem). Whenever it is useful, we give CabriJava (interactive) illustrations. For example, the CabriJava pane on the right shows three touching red circles. The blue and green circles each touch all of the red circles. By dragging A or B, you can change the red circles, but it is always possible to draw the blue and green circles. Why? That's what inversive geometry is about. You can find an inversive proof here table of contents Apollonian Families The basic properties of inversion The extended plane and i-lines The Equal Angles Theorem ... more on orthogonal i-lines related pages the inversive group the fundamental theorem an inversive invariant appendices Stereographic Projection an alternative approach to the point at infinity and i-lines Very simple cabri macros main geometry page

176. Arithmetic Geometry Conference St. Petersburg, Russia; 2026 June 2000. Photographs. http://www.pdmi.ras.ru/EIMI/2000/AG/

Arithmetic Geometry St. Petersburg, Russia, June 20-26, 2000 Steklov Institute of Mathematics at St.Petersburg Euler International Mathematical Institute St.Petersburg State University Sergei Vostokov (St. Petersburg University) Preliminary List of Participants: D. Benois (Russia/France) M. Bondarko (Russia) I. Fesenko (UK) R. Greenberg (USA) U. Jannsen (Germany) M. Kurihara (Japan) S. Lichtenbaum (USA) F. Lorenz (Germany) Nguen Quang Do (France) J. Saito (Japan) N. Schappacher (France) A. Suslin (Russia) S. Vostokov (Russia) E. Urban (France) Yu. Zarkhin (USA) I. Zhukov (Russia) Photo album Preliminary Program Application Form Hotel information ... Conference place Further Information sergei@vostokov.usr.pu.ru Back to the EIMI home-page Back to the Steklov Institute of Mathematics at St.Petersburg

177. Welcome To The UMR BrainTrax System! Offers assistance in algebra, geometry, trigonomety and calculus. Contains realworld examples, detailed example problems, and interactive features. Internet Explorer 5.0+ on a Windows PC is required. http://braintrax.umr.edu/

178. Differential Geometry Several books by Peter W. Michor et al. including Foundations of Differential geometry , Natural operations in differential geometry (corrected version), Transformation Groups , and Gauge theory for fiber bundles plus papers by the author in postscript. http://www.mat.univie.ac.at/~michor/listpubl.html

Publications of Peter W. Michor Reviews on articles of Peter Michor in Zentralblatt-MATH Reviews on articles of Peter Michor in MathSciNet (Mathematical Reviews). Call and technical advise to scan and put pre-TeX publications on the web. Monographs and Lecture Notes [A] Peter W. Michor: Functors and categories of Banach spaces. Springer Lecture Notes 651, (1978), vi+99 pp., MR 80h:46116, Z 369.46069. Out of print. Scanned book: pdf-file [B] Johann Cigler, Viktor Losert, Peter W. Michor: Banach modules and functors on categories of Banach spaces. Lecture Notes in Pure and Applied Mathematics 46, Marcel Dekker Inc., New York, Basel, (1979), MR 80j:46112, Z 411.46044. Review in Bull. AMS 3,2 (1980) xv+282 pp., Orders to: Marcel Dekker, inc., 270, Madison Avenue, New York, N.Y.10016, tel (212)696-9000. Scanned book: pdf-file [C] Peter W. Michor: Manifolds of differentiable mappings. Shiva Mathematics Series 3, Shiva Publ., Orpington, (1980), iv+158 pp., MR 83g:58009, ZM 433.58001 Out of print. Scanned book:

179. Physics With Transforms By Rodolfo Padilla A new method of correlating physics formulas to derive one formula from a related formula using Euclidean geometry to represent the interrelationship of physics formulas. http://physicstransforms.tripod.com/

setAdGroup('67.18.104.18'); var cm_role = "live" var cm_host = "tripod.lycos.com" var cm_taxid = "/memberembedded" Search: Lycos Tripod Dating Search Share This Page Report Abuse Edit your Site ... Next Physics with Transforms by Rodolfo Padilla Home Table of Contents Explanation the Transform ... go to Book by Rodolfo Padilla in Spanish / vea libro de Rodolfo Padilla en Espanol s="na";c="na";j="na";f=""+escape(document.referrer)

180. Radical Pi Club What other geometric shapes could give rise to a similar delusion? In this talkI will discuss the classification of surfaces, shapes having this property, http://www.math.ohio-state.edu/undergraduate/radicalpi/

Ohio State University Math Club Upcoming events: Enable Java! Links: The Mathematics Atlas Math Forum: Math Awareness Putnam Mathematical Competition International Mathematics Olympiad ... Rasor-Bareis-Gordon Exam Past talks: May 4 Professor Henry Glover gives a lecture on Hamilton cycles in Cayley graphs April 20 Professor Dan Shapiro gives a lecture " The four numbers game " April 6 Professor Gerald A. Edgar gives a lecture on " Hausdorff dimension " February 9 Professor Ulrich Gerlach gives a lecture " Space, Time, and Quantum Mechanics " Summary: We trace the fundamental physical ideas which led Einstein to his well known theory of space, time, and gravitation. We shall compare his line of reasoning and the use of the physical and mathematical ideas available at his time, with the line of reasoning he probably would have pursued if he had known and appreciated quantum mechanics during the creative part of his life. This comparison will focus on "the happiest thought of his life" (in 1907), which was the platform that launched him toward his theory of gravitation eight years later. We will present a simple quantum mechanical extension of his happiest thought for the purpose of grasping gravitation and quantum mechanics from a single point of view. January 19 Professors Peter March and Vitaly Bergelson speak on Research Opportunities for Undergraduates (at OSU and around the country).

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