CLASS 1

What is a topology?

What is a metric?

What is a compact set?

What is a continuous function?

What is a connected space?

What is a homeomorphism?

Continuous image of compact set is compact.

Roots to analysis.

Role in computation by examples (papers that I have co-authored)
Reading (at least skimming) these in advance would be good.

		1. MPS & Taylor's Theorem (Mow, Peters, Stewart, 2003)
		2. regular closed sets (Annals NYAS; Peters, Rosen, Dorney, 1994)
		3. isotopy and knots (need for 1-1) (Amenta, Peters, Russell, 2003)

Introduce problem paper & pass out copies

CLASS 2

Go over previous papers
Start problem selection


CLASS 3

	Jeff Lancaster

CLASS 4

CLASS 5

CLASS 6