Date    Chapter/Topics   or   Page/Problems
M  Aug 17   Lecture 1:  Introduction and Overview
                        Complex Numbers
            Introduction 
            Assignment 1 Due Friday August 28
W   19      Lecture 2: Complex Numbers and Complex Functions
M   24      Lecture 3: Riemann surfaces
W   26      Lecture 4: Conformal Mapping
M   31      Lecture 5: Complex Differentiation
            Assignment 2 Due  Friday September 4  Tuesday September 8 
W Sept 2    Lecture 6:  Complex Integration  Differentiation (cont.)
M    7      holiday (no lecture)
            Exam 1 Due Friday September 18
W    9      Lecture 7:  Complex Integration 
M   14      Lecture 8:  Complex Integration 
W   16      Lecture 9:  Linear Algebra (Introduction) 
M   21      Lecture 10: Linear Algebra (Vector Spaces) 
            Assignment 3 Due Friday September 25
W   23      Lecture 11: Linear Algebra (subspaces, bases, dimension, coordinates)
M   28      Lecture 12: Linear Algebra (coordinates and systems of linear equations) 
            Assignment 4 Due Friday October 2
M   30      Lecture 13: Systems of Linear Equations
M  Oct 5    Lecture 14: Inverses and Projections
            Exam 2 Due Friday October 16
W    7      Lecture 15: Examples and Scaling of the Plane
M   12      Lecture 16: Eigenvectors
W   14      Lecture 17: Jordan shear transformation
M   19      Lecture 18: ODEs:  Introduction and Examples
            Assignment 5 Due Friday October 23
W   21      Lecture 19: ODEs:  The Fundamental Theorem of Calculus 
                                 and Functions Spaces
M   26      Lecture 20: ODEs:  FTC and Linear First Order ODE
            Assignment 6 Due  Friday October 30  Monday November 2
W   28      Lecture 21: Linear ODE
M  Nov 2    Lecture 22: Autonomous single equations
            Assignment 7  Due Friday November 13  Due Monday November 16
W    4      Lecture 23: Autonomous Systems
M    9      Lecture 24: Linear Constant Coefficient Systems
W   11      Lecture 25: Linearization
M   16      Lecture 26: Rotational dynamics 
                        Important:  Some things you can do with mathematical software   pdf 
W   18      Lecture 27 (last lecture)
M   23      no lecture
            Final Exam Due Monday December 7 
W   25      no lecture 
M   30      no lecture
T  Dec 1    Finals Week
M  Dec 7    Final Exam 11:20-2:10