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| Assignments: For class Monday, August 24, 2009: Read Syllabus and Introduction to course text (pp. 1-5). For Friday, September 4: Chapter 1 Exercises 1-9, 12, 13, (14*), (15***). (Asterisks denote extra credit points.) Major Exercies 1 & 2. For Monday, September 28: Chapter 2 Exercises 1, 2(a), 2(b), 3-9, 11.
For Monday, October 26: Chapter 3 Exercises 1-6. For Wednesday, November 4: Chapter 3 Exercises 11-19. Exam 2 will be a take-home, distributed by Monday, November 2, and due by 5 p.m. on Monday, November 9. Due Monday, November 16: Chapter 3 Exercises 20-33, 35. Over break:
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Exams: Exam 1 - definitions (in-class) Exam 1 - proofs (take-home) Exam 2 |
| References: Course text: Euclidean and Non-Euclidean Geometries: Development and History, by Marvin Jay Greenberg, 3rd edition, W.H. Freeman, NY. (Supplementary references will be provided as the course proceeds.) |
Solutions and
Supplementary
Materials: Introduction to Latex Geometry Overview Incidence Geometry (final version) Proof Strategy Models Proof that the Real Affine Plane is a Model of Affine Geometry Solutions to Problem Set 1 Neutral Geometry Solutions to Problem Set 2 Solutions to the First Take-home Exam Solutions to Problem Set 3 Solutions to Problem Set 4 |