GEOMETRY D FALL 2000
TERM PAPERS
One of the course requirements is for the participants to write a
short term paper about some geometric topic of his or her own choice.
The subject does not have to be difficult
or complicated. The form of the presentation is more important.
Two Attempts to Prove the Parallel Postulate. Term Paper by Patrik Andersson
Frize Patterns and Frieze Groups. Term Paper by Stenåke Eriksson
Ett extremproblem. Terminsuppsats av Kalle Ekström
Some Results in the Theory of Dilations. Term Paper by Magnus Bergqvist and Petter Lidberg
The Invariant Lines of a Half-Turn.Term Paper by Salla Franzén
Circumference and area of ellipses in non-Euclidean geometries. Term Paper by Jan Kärrman
KURSBOK
Marvin Jay Greenberg, Euclidean and Non-Euclidean Geometries,
Third Edition
KURSINNEHÅLL
Greenberg: Ch. 9, 10
Föreläsningar: Projektiv geometri, projektiva planet,
sfärisk geometri
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