Prof. Mikhail Katz

Euclidean and non-Euclidean geometry 88-537, monday 14:00-17:00, building 404, room 102.

Orbit live (In-Bar)

Shortened course syllabus '23

Prerequisites for the course: Infi 2 and Algebra Linearit 2.

Choveret for the course

Lectures in Hebrew:
Lecture 1 (Ceva and Menelaus),
Lecture 2 (Desargues, Pappus, Pascal),
Lecture 3 (axioms of affine plane),
Lecture 4 (axioms of projective plane, homogeneous coordinates),
Lecture 5 (points at infinity, model over Z_3),
Lectures 6 through 10 can be found in the choveret above.

Homework: Homework assignment #1


Old exams: Exam moed A feb '16, Exam moed A feb '16 solution, Exam moed A feb '17, Exam moed B apr '17, Exam moed A feb '18, Exam moed B mar '18, Exam moed A feb '19, Exam moed B apr '19, Exam moed A '24, Exam moed B '24,

Related links:
Course by Professor Katz in projective geometry, including exams and exercises from previous years

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