(1 lecture: introduction; 19 lectures : 8+9+2)
Introduction (1 lecture)
Lecture 1 : The Euclidean plane
Lecture 2 : Transformations
Lecture 3 : Transformation groups
Lecture 4 : Group properties
Lecture 5 : Translations
Lecture 6 : Halfturns
Lecture 7 : Reflections
Lecture 8 : Reflections and rotations
Lecture 9 : Products of reflections
Lecture 10 : The product of two reflections, I
Lecture 11 : The product of two reflections, II
Lecture 12 : Fixed points and involutions
Lecture 13 : Even and odd isometries
Lecture 14 : Some "technical" results
Lecture 15 : Commuting isometries
Lecture 16 : Classification of isometries
Lecture 17 : Equations for isometries
Lecture 18 : Symmetry and groups
Lecture 19: Finite symmetry groups
Last Modified: Thu, 26 Feb 2015 08:53:12 SAST