Mathematics Department

• About the Department
  • Home Page
  • Contact
  • News
  • Older News Items
  • Jerry Levine, in memoriam
  • Directions & Map
  • Site Credits
• People
  • Faculty
  • Graduate Students
  • Former Graduate Students
  • Staff
• Undergraduate
  • Current Courses
  • Bulletin Program Description
  • Placement
  • Undergraduate Activities
  • Putnam Exam
• Graduate
  • Current Graduate Courses
  • Fall 2007 Graduate Schedule
  • Bulletin Program Description
  • Brandeis Graduate School
  • Application Forms
  • GAANN Fellowships
  • Graduate School Association
  • Mathematics Graduate Student Council
  • Graduate Student Seminar
• Seminars & Colloquia
  • Everytopic
  • Topology
  • Graduate Student Seminar
  • Dessins d'Enfants Seminar
  • Colloquium
  • Other Events
  • Gazette
• Resources & Links
  • Science Library
  • MathSciNet
  • ArXiv
  • Gazette
  • Colloquium
  • Mathematics WWW Servers

• Conference on knot concordance in honor of the memory of Jerry Levine

• Department Contacts
• News
• Events
• Directions

The Department of Mathematics Web Site

	Maintained by the Brandeis University Department of Mathematics. Mail comments to ruberman at brandeis dot edu. Graphics were created on a G3 PowerMAC using 3D-XplorMath and Adobe Photoshop 4 by Dee Ramee Thanks to David Wisniewski of the Brandeis University Office of Web Technology Services for technical and design assistance.

About 3D-XplorMath

3D-XplorMath is a Macintosh tool for aiding in the visualization of mathematical objects and processes, and was designed and programmed (in Object Pascal) by:

Richard S. Palais Department of Mathematics, MS 050 Brandeis University Waltham, MA 02454 email: palais@brandeis.edu Home Page: http://rsp.math.brandeis.edu/

There are versions of 3D-XplorMath for both 680x0 based Macs with a floating point unit (fpu) and PowerMacs. While the program carries a copyright, there is a free license for non-commercial personal use in education and research.

3D-XplorMath has a home page at the URL: vmm.math.uci.edu/3D-XplorMath/index.html where you can find the latest released version.