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Intensified Geometry Curriculum Review
- A comprehensive, illustrated review of concepts covered in an Intensified Geometry textbook/class.
Lecture Notes on Projective Geometry
- By Balázs Csikós. Budapest Semesters in Mathematics. In DVI format.
Manipula Math with Java
- Java applets demonstrating many geometrical and other theorems
Math 3210 - Higher Geometry I
- Course notes by Bill Cherowitzo.
Math Forum: Geometry POW/POM Search
- Search the Geometry Problem of the Week's archive of creative, non-routine challenges, as well as submissions and commentary, dating back to 1993.
Math Forum: Search geometry-forum
- Those interested in examining the previous incarnation of the Math Forum may search the archives of the Geometry Forum
Math Forum: Search geometry-research
- Geometry professors and instructors may keep informed of the latest research conducted in their field at the geometry-research discussion list.
Mathematical Surfaces
- A collection of parametric and implicit equations.
On the Fourth Dimension
- Concepts of the fourth dimension explained simply
Open Problems
- Collected by Jeff Erickson. Mainly in geometry.
Open Problems from the Geometry Junkyard
- Complied by David Eppstein (University of California at Irvine).
Open Problems in Discrete and Computational Geometry
- Compiled by Jorge Urrutia.
Packomania
- This site collects the best known packings of equal objects in containers together with source codes to obtain them numerically.
Problem of the Minimum Rotation Surface
- Java applet demonstrating the catenary.
Projective Geometry
- Rudolf Steiner's approach.
Projective Geometry for Multiple View Analysis
- A new framework for studying the problems of camera calibration, motion determination, and 3D structure reconstruction in the most general case of totally uncalibrated views.
Sacred Geometry Home Page
- Sacred geometry is an ancient art and science which reveals the nature of our relationship to the cosmos; it leads to the perspective of interconnectedness, inseparability and relatedness.
Steiner Surfaces
- Mathematical descriptions and ray-traced images of every type of Steiner surface
Steiner Trees
- Open Problems with Steiner Trees.
The Fundamental Theorem of Projective Geometry
- Maska Law.
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