Progression and homework

WkDateTopics and activitiesAssignments
108/28Introductions
08/30$\LaTeX$: first contactAssignment 1
209/02Discussion of Assignment 1
09/04Infinity: review of intuitive notions
09/06No Class (Dorian)
309/09Aristotelian logic: categorical propositions
09/11Aristotelian logic: syllogismsAssignment 2
09/13Propositional logic: truth tables
409/16Propositional logic: Modus ponens
09/18Tables in $\LaTeX$ Assignment 3
09/20Discussion of Assignment 2
509/23Numbers: geometric constructions and the equation $x^2=2$
09/25Numbers and magnitudes: the Pythagorean point of viewA Light Dance on the Dust of the Ages
09/27Equivalence relations
609/30A construction of the rational numbers
10/02Achilles, the tortoise and infinite series
10/04Introduction to Zeno's paradoxesOn Zeno's Paradoxes, by W. C. Salmon
710/07Zeno's paradoxes as a defense of Parmenides
10/09Influence of ParmenidesParmenides, by B. Russell
10/11Discussion of Assignment 4
810/14Fall break
10/16No class
10/18Introduction to Quantum MechanicsPBS documentary
910/21Discussion on Quantum Mechanics
10/23Quantum Mechanics, Math, & MysticismGuest lecture by Patton Burchett
10/25Introduction to BeamerTutorial, Outline of final assignment
1010/28Discussion of Assignment 5
10/30Meetings
11/01Meetings
1111/04Mathematical genealogy - Bibliography in $\LaTeX$
11/06Discussion of Assignment 6
11/08Bibliography stylesBibliographical assignment
1211/11Library instruction sessionSwem Library
11/13Newton and Leibniz on time, space and motion, INewton's Scholium to the definitions
11/15Newton and Leibniz on time, space and motion, IIExcerpts of the Leibniz - Clarke correspondence
1311/18Newton and Leibniz, wrap up
11/20Meetings
11/22Meetings
1411/25Mathematics and natural sciencesMathematics and Empiricism, by John von Neumann
11/27Thanksgiving Break
11/29Thanksgiving Break
1512/02Coxeter and Bourbaki
12/04Mathematics and CognitionUseful invention or absolute truth?
12/06On mathematical platonismRemarks on the Changeux-Connes debate