post: Dept. of Mathematics, Trent University, Peterborough, Ontario, Canada K9J 0G2
Teaching is the part of the job that turns me on. I like to teach everything in mathematics that I know enough about, and often give reading courses on topics not covered in our regular offerings.
Mathematics 1110H - Calculus I: Limits, Derivatives, and Integrals
Mathematics 1120H - Calculus II: Integrals and Series
Mathematics 3200H - Number Theory [Reading Course]
Mathematics 4904H - Reading Course on Representations and Properties of Trees
These pages have links to handouts, assignments, quizzes, tests, and exams for these courses, including previous iterations I taught, in some cases with solutions. Reading courses and fourth-year courses are not included because I do not usually create web pages for them.
Mathematics 1001H - Precalculus Mathematics [Summer 2016]
Mathematics - Communications & Critical Thinking 1080H - Mathematics for Everyday Life [Winter 2018]
Mathematics 1110H - Calculus I: Limits, Derivatives, and Integrals [Summer 2018]
Mathematics 1120H - Calculus II: Integrals and Series [Summer 2018]
Mathematics 1350H - Linear Algebra I: Matrix Algebra [Summer 2017]
Mathematics 1550H - Introduction to Probability [Winter 2018]
Mathematics 2200H - Mathematical Reasoning [Fall 2017]
Mathematics 2260H - Geometry I: Euclidean Geometry [Fall 2016]
Mathematics 3200H - Number Theory [Fall 2015]
Mathematics 3260H - Geometry II: Projective and Non-Euclidean Geometry [Fall 2017]
Mathematics 3700H - Metric Geometry and Topology [Fall 2014]
Mathematics 3790H - Analysis I: Introduction to Analysis [Winter 2015]
Mathematics 3810H - Ancient and Classical Mathematics [Fall 2017]
Mathematics 3820H - Medieval to Modern Mathematics [Fall 2016]
I often teach reading courses. In some cases these are regular courses for students who are unable to take them when they are offered in the normal course of events, need them to graduate, or the like, in other cases they are on material outside our usual curriculum. Please note that the availability of reading courses may be limited by students' backgrounds, my background, the time and energy I have to spare, and approval by higher authorities.
Recent regular courses as reading courses:
Mathematics 1350H - Linear Algebra I: Matrix Algebra [Winter 2017]
Mathematics 2200H - Mathematical Reasoning [Summer 2017]
Mathematics 2350H - Linear algebra II: Vector Spaces [Fall 2014]
Mathematics - Computing & Information Systems 2600H - Discrete Structures [Summer 2017]
Mathematics 3200H - Number Theory [Summer 2018]
Mathematics 3700H - Metric Geometry and Topology [Summer 2016]
Mathematics - Computing & Information Systems 4215H - Mathematical Logic [Fall 2015]
Recent reading courses on special topics:
Mathematics 3901H - Reading Course in Set Theory [Fall 2017]
Mathematics 4900Y - Reading Course in Calculus on Manifolds [2017-2018]
Mathematics 4903H - Reading Course on Computability [Summer 2017]
Mathematics 4903H - Reading Course on Colouring Steiner Systems [Fall 2017]
Mathematics 4904H - Reading Course in Measure Theory [Winter 2018]
Mathematics 4904H - Reading Course on Representations and Properties of Trees [Summer 2018]
Some things I've written or compiled:
My interests are in combinatorial set theory, particularly problems about Souslin trees, and in geometry, on non-Desarguesian projective planes. I've also worked a bit on binary codes.
Born a Canadian citizen in München, Deutschland, in 1961, and raised in Toronto, Canada, from 1962 on, except for a year (1971-72) in Innsbruck, Österreich. B.Sc. (1984), University of Toronto; A.M. (1986), Ph.D. (1989), Dartmouth College. NSERC Postdoctoral Fellowship: 1989-90 at the University of California, Berkeley, and 1990-91 at the University of Toronto. Assistant Professor at Trent University 1991-98 (with tenure from 1995); Associate Professor from 1998. Visiting Adjunct Assistant Professor at Ohio University while on sabbatical in 1995-96.
Maintained by Stefan Bilaniuk. Last updated 2018.06.22.