Course Handouts

• a : Announcements : .pdf or .html
• b : Partially ordered sets : .pdf or .html
• c : Homework #1 : .pdf or .html
• d : Well partially ordered sets : .pdf or .html
• e : Introduction to lattices : .pdf or .html
• f : Assignment #2 : .pdf or .html
• g : Distributive lattices : .pdf or .html
• h : Assignment #3 : .pdf or .html
• i : Some higher-level reasoning for rings : .pdf or .html
• j : Lattice ideals : .pdf or .html
• l : Assignment 3$'$ : .pdf or .html
• m : An overview of topological spaces : .pdf or .html
• n : Boolean Lattices, Algebras, and Rings : .pdf or .html
• o : Modular lattices : .pdf or .html
• p : Assignment #4 : .pdf or .html
• q : Categories and Stone duality : .pdf or .html
• r : (Some solutions, not posted)
• s : Complete lattices : .pdf or .html
• t : Assignment #5 : .pdf or .html
• u : Algebras : .pdf or .html
• v : Congruence relations : .pdf or .html
• w : Assignment #6 : .pdf or .html
• x : Free algebras : .pdf or .html
• z : Assignment #7 : .pdf or .html
• aa : The subdirect representation theorem : .pdf or .html
• bb : Assignment #8 : .pdf or .html
• cc : Mal'tsev conditions : .pdf or .html
• dd : J'onsson's Lemma : .pdf or .html
• ee : (picture, not posted)
• ff : Assignment #9 : .pdf or .html