MATH430

Euclidean and Non-Euclidean Geometries

Reviews for this course Testudo

Prerequisite: 1 course with a minimum grade of C- from (MATH240, MATH341, MATH461). Hilbert's axioms for Euclidean geometry. Neutral geometry: the consistency of the hyperbolic parallel postulate and the inconsistency of the elliptic parallel postulate with neutral geometry. Models of hyperbolic geometry. Existence and properties of isometries.

Spring 2023

Tamas Darvas

0 reviews
Average rating: N/A

Fall 2022

Karin Melnick

11 reviews
Average rating: 2.73

Spring 2022

Terence Long

66 reviews
Average rating: 4.33

Fall 2021

Karin Melnick

22 reviews
Average rating: 2.73

Spring 2021

Rodrigo Trevino

21 reviews
Average rating: 2.33

Past Semesters

Frances Gulick

53 reviews
Average rating: 2.06

Yanir Rubinstein

2 reviews
Average rating: 2.00

Melissa Macasieb

33 reviews
Average rating: 3.09

Tamas Darvas

0 reviews
Average rating: N/A

Samuel Bloom

1 review
Average rating: 5.00

Roohollah Ebrahimian

29 reviews
Average rating: 4.69

Brian Collier

0 reviews
Average rating: N/A

William Goldman

9 reviews
Average rating: 4.22

* "W"s are considered to be 0.0 quality points. "Other" grades are not factored into GPA calculation. Grade data not guaranteed to be correct.