[Self-portrait]

Course 212 (Topology) in the Academic Year 2000-01

Course 212 (Topology), Academic Year 2000-01, Part I
Topics covered included limits and continuity, open and closed sets in Euclidean spaces and metric spaces.
Course 212 (Topology), Academic Year 2000-01, Part II
Topics covered topological spaces, including in particular product topologies, identification maps and quotient topologies, compactness and connectedness.
Course 212 (Topology), Academic Year 2000-01, Part III
Topics covered included normed vector spaces.
Course 212 (Topology), Academic Year 2000-01, Part IV
Topics covered included the exponential map defined on the complex plane and winding numbers, with applications to topology in the plane.

These notes document Course 121 (Topology) as it was taught in the academic years 1998-99, 1999-2000 and 2000-2001.

Course 212 (Topology) in the Academic Year 1998-99

Course 212 (Topology), Academic Year 1998-99, Problems

Problem sets I and II were also distributed, with small changes, in the academic years 1999-2000 and 2000-01.

Course 212 (Topology) in the Academic Year 1991-92

Course 212, Problems 1991-92

Course 212 (Topology) in the Academic Year 1990-91

Course 212, Supplemental Examination 1991

Course 212 (Topology) in the Academic Year 1989-90

Course 212, Scholarship Examination 1990

Lecture notes for undergraduate courses

Dr. David R. Wilkins
School of Mathematics, Trinity College, Dublin 2, Ireland
dwilkins@maths.tcd.ie