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AUMAT229 - Introduction to Group Theory

Groups as a measure of symmetry. Groups of rigid motions. Frieze groups, and finite groups in two and three dimensions. Groups of matrices. Group actions with application to counting problems. Permutation groups. Subgroups, cosets, and Lagrange's Theorem. Quotient groups and homomorphisms. Prerequisites: AUMAT 120 and one of 110 or 111 or 116.

Winter Term 2017

Lecture Sections

Winter Term 2017 - LEC B1 (85137)

MWF 11:30:00 - 12:20:00 (AU F 1 315)
Instructor: hackborn@ualberta.ca - Profile
Winter Term 2015

Lecture Sections

Winter Term 2015 - LEC B1 (95030)

WF 08:35:00 - 09:50:00 (AU F 1 315)
Instructor: hackborn@ualberta.ca - Profile
Winter Term 2013

Lecture Sections

Winter Term 2013 - LEC B1 (77048)

TR 10:50:00 - 12:05:00 (AU M 20)
Instructor: hackborn@ualberta.ca - Profile
Winter Term 2011

Lecture Sections

Winter Term 2011 - LEC B1 (67501)

TR 15:40:00 - 16:55:00 (AU G 2 260)
Instructor: hackborn@ualberta.ca - Profile
Winter Term 2009

Lecture Sections

Winter Term 2009 - LEC B1 (78970)

TR 08:00:00 - 09:15:00 (AU C 014)
Instructor: hackborn@ualberta.ca - Profile
Winter Term 2007

Lecture Sections

Winter Term 2007 - LEC B1 (47580)

TR 10:50:00 - 12:05:00 (AU F 1 315)
Instructor: hackborn@ualberta.ca - Profile