Date    Chapter.Section/Topics   or   Page/Problems

T   Aug 25  Lecture 1: Course Overview  
             Assignment 1  Due Thursday September 10 
Th   27     Lecture 2: Functions 
             Assignment 2  Due Thursday September 17
T  Sept 1   Lecture 3: Examples (examples of groups, examples of functions)
             Final Assignment  first two problems
Th    3     Lecture 4: Riemann surface for $f(z) = z^2 and the argument
T     8     Lecture 5: More argument and the fundamental theorem (of algebra)
             Assignment 3   Due Thursday September 24
W     9      Assignment 1 Problem 8 solution 
Th   10     Lecture 6: Visualization for FTA and...
	               Some comments on linear spaces
	     visualization  (Mathematica Notebook)
M    14      Assignment 2 (corrected) 
	     Assignment 2 (alternative) 
T    15     Lecture 7 More on linear spaces?
	     Notes on subspaces 	    
Th   17     Lecture 8 Spanning sets and examples of Linear spaces (regularity spaces)
	     Assignment 4  Due Thursday October 8	    
	     Assginment 2 (alternate) Problem 4 	 
M    20      extra problems on linear operators 	 
T    22     Lecture 9 Linear independence, bases, and basics of linear functions
	              More examples of linear spaces (integration spaces)
Th   24     Lecture 10 Toward existence of an eigenvector
T    29     Lecture 11 Existence of an eigenvector; self adjoint operators
	     Assignment 5  Due Thursday October 15, 2026 
Th  Oct 1   Lecture 12 dilations and inner product spaces
F     2      Final Assignment  first five problems
M     5	     Assignment 6  Due October 29, 2026
T     6     Fall Break
	     Assignment 7  Due Thursday November 12, 2026	    
Th    8     Lecture 13 self-adjoint operators	    





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	    Tuesday October 6 (fall break, no class meeting)

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	    Thursday November 26 (Thanksgiving, no class meeting)

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	    Tuesday December 8 (last lecture) 

	    Thursday December 17 Final Assignment Due
	    Thursday December 17 last day for submitting any assignment or written work