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Homework 1
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due Wednesday, April 9
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Reading:
Chapter 7, 8 (non-convex polygons section is optional), 9 (up to 9.4)
Writing:
7A, 7B, 7C, 7F, 7H, 9B
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Homework 2
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due Wednesday, April 16
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Reading:
Chapter 9
Writing: 9C,
9D, 9E, 9F(a), 9G
Problem 6: Assume as known that rectangles do not exist in hyperbolic
geometry. Answer the following question (with rigorous justification): is
it possible for a quadrilateral in hyperbolic geometry to be a (convex)
Lambert quadrilateral and a (convex) Khayyam-Saccheri
quadrilateral at the same time?
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Homework 3
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due Wednesday, April 23
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Reading:
Chapter 10
Writing:
10C, 10D, 10E, 10F, 10G, 10I, 10L, 10M
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Homework 4
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due Wednesday, April 29
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Reading:
Finish Chapter 10. In particular, everything starting at 10.26
(10.26-10.30) is assigned as independent reading.
Chapter 11, including the
proofs of 11.8, 11.9.
Writing:
11A, 11B, 11C, 11D
Bonus
(10 extra homework points) 11H
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Homework 5
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due Wednesday, May 7
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Post-midterm, no written
homework
Work on your group
projects!
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Homework 6
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due Wednesday, May 14
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Reading:
chapter 12
Writing:
12A, 12B, 12C, 12D, 12L, 12N
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Homework 7
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due Wednesday, May 21
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Writing:
Homework 7
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Homework 8
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due Wednesday, May 28
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Reading:
Chapter 13
Writing:
13A, 13C, 14B, 14I + Problems 3 and 4: Homework 8
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Homework 9
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due Wednesday, June 4
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Reading:
Chapter 14 (up to 14.28), student papers (to be found on the Discussion
board under the “Group Projects”.
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