Class Content and Policy
Syllabus and Class PolicyPhotos
Handouts
Taylor series and real analytic functions (review from Calc II) Real analytic functionsSequences and series of real numbers (review from Calc II) Sequences and Series
Exams
Midterm Exam on Thurs Mar 5, POSTPONED till Tues Mar 17: Midterm Exam.Final Exam on Tues May 5 at 10:30 a.m. Final Exam.
Weekly Highlights, Worksheets
Week 1 (Problems due on Thurs Jan 22 2015) Week 1 worksheet
Week 2 (Problems due on Thurs Jan 29 2015) Week 2 worksheet
Week 3 (Problems due on Thurs Feb 5 2015) Week 3 worksheet
Weeks 4 and 5 (Problems due on Thurs Feb 19 2015) Weeks 4 and 5 worksheet
Week 6 (Problems due on Thurs Feb 26 2015) Week 6 worksheet
Weeks 7 and 8 (Problems due on Thurs Mar 19 2015) Weeks 7 and 8 worksheet
Week 9 Spring Break
Weeks 10 Midterm Exam and Midterm Answers
Weeks 10, 11, 12 (Problems due on Thurs Mar 26 2015) Weeks 10, 11 and 12 worksheet
Weeks 13 and 14 (Problems due on Thurs April 23 2015) Weeks 13 and 14 worksheet
Week 15 (Problems due on Thurs April 30 2015) Week 15 worksheet
Week 16 (No problems due) Week 16 worksheet
Student Presentations
1) Julia Dorward and Elisha Howe (Jan 29 2015): History of Complex Analysis Notes.2) Kirill Korsak and Noah Mclelland (Feb 5 2015): The Point at Infinity Notes.
3) Shirley Shi and Codie Lewis (Feb 19 2015): Riemann Surfaces Notes.
4) Avery Wengler and Eric Wasser (Feb 26 2015): Generating Fractals Using Complex Functions Notes.
5) Jonathan Gerhard and Ben Dulaney (Mar 19 2015): The Riemann Zeta Function Notes.
6) Robert Staniunas and John Harnois (Mar 26 2015): Poisson Integral Formula Notes.
7) Hanna Marple, Makaila Williams and Maria Annone (April 2 2015): Weierstrass and Hadamard Factorizations Notes.
8) Noah Watson and Zev Woodstock (April 16 2015): Fourier Transform and Differential Equations Notes.
9) Seth Reed and Eric Schueler (April 23 2015): Laplace Transform and Differential Equations Notes.