Prof. Claude LeBrun.
MF 1:30 -- 2:30, Math Tower 3-108.
W 1:30 -- 2:30, Math Tower P-143.
This course will develop and contrast Euclidean geometry with more exotic geometries. Topics will include
projective, affine, Euclidean, and non-Euclidean geometries.
Euclidean and Non-Euclidean Geometry
by Patrick J. Ryan,
Cambridge University Press, 1986.
In order to take this course, you must have passed the following
courses with a grade of C or higher: MAT 203 or 205 or AMS 261;
and MAT 211 or AMS 210. MAT 200 is also a prerequisite,
but this requirement may be waived at the discretion of the
There will be one mid-term exam
and a final. These two exams will determine half your
The other half of your grade will be based on your homework.
Click on this icon to download a revised set of study problems
that will help you prepare for the final exam.
The file is delivered
in PDF (Acrobat) format.
Note that the current version of the problem set now includes the solutions.
The following links may be helpful and/or amusing:
The Professor may be reach by e-mail at
DSS advisory. If you have a physical, psychiatric,
medical, or learning disability that may affect your ability to carry out
the assigned course work, please contact the office of Disabled Student
Services (DSS), Humanities Building, room 133, telephone 632-6748/TDD.
DSS will review your concerns and determine what accommodations may be
necessary and appropriate. All information and documentation of disability