Notes and assignments will be posted here. For more information, see the syllabus. For grades and homework solutions, see the canvas site
Instructor: Brooke Ullery
Email: bullery at math
Office: SC 503
Office hours: Monday and Thursday 2-3
Course assistants: Katie Fraser and Reuben Stern
Katie's Office Hours: Sunday 2-3 PM in Adams d-hall and Monday 7-8 PM in Lev d-hall
Reuben's Office Hours: Thursday 3-4 PM in the 4th floor math lounge
and Saturday 1-3 PM in Dunster d-hall
My lecture notes are below. Reuben Stern is also posting notes for the course! You can find those here.
Section 22: Closed sets and limit points
Section 21: The order topology
Section 20: Basis for a topology
Section 19: Topological spaces
Section 18: Introduction to topology
Section 17: The quaternion group
Section 16: More about cyclic groups
Section 15: Homomorphisms and isomorphisms
Section 14: Subgroups and cyclic groups
Section 13: Dihedral groups
Section 12: Introduction to groups
Section 11: Binary operations
Section 10: The axiom of choice and well-ordering
Section 9: Infinite sets
Section 8: Finite sets and mathematical induction
Section 7: Order relations
Section 6: Functions
Section 5: Relations
Section 4: More set operations
Section 3: Proof strategies
Section 2: Mathematical statements and basic logic
Section 1: Sets and set notation
Problem set 10 (tex file)
Problem set 9 (tex file)
Problem set 8 (tex file)
Problem set 7 (tex file)
Problem set 6 (tex file)
Problem set 5 (tex file)
Problem set 4 (tex file)
Problem set 3 (tex file)
Problem set 2 (tex file)
Problem set 1 (tex file)
Midterm 1
Midterm 1 solutions
Midterm 2
Midterm 2 solutions
Final exam
Final exam solutions