MTH 3350 MODERN GEOMETRY

This rigorous treatment of axiomatic foundations of Euclidean geometry through Hilbert's axioms includes the role and independence of the parallel postulate (revealed through models and neutral geometry), straightedge and compass constructions, historical and philosophical implications of the discovery of non-Euclidean geometry with an introduction to both hyperbolic and elliptic geometry.

Credits

4 sh

Prerequisite

MTH 3300

Course Types

Science; Advanced Studies; First-Year Foundations

Offered

Offered fall of odd-numbered years.

Previous Course Number

MTH 335