
Spring 2017: MATH 416 Applied Harmonic Analysis: An Introduction to Signal Processing
Lectures: 11:00am12:15pm on Tue., Thr., in CSIC 4122. Except when a CSCAMM workshop takes place. Prerequisites: Minimum grade of C in MATH 141; and 1 course with a minimum grade of C from (MATH240, MATH461, MATH341); and familiarity with MATLAB is required. Textbook:
Description: MATH 416 introduces the mathematical concepts arising in signal analysis from the applied harmonic analysis point of view. Topics include: applied linear algebra, Fourier series, discrete Fourier transform, Fourier transform, Shannon Sampling Theorem, Wavelet transform, wavelet bases, multiresolution analysis, and discrete wavelet transform. Assignments: Homework must be submitted on the date assigned. Homework must be prepared without consulting any other person. You may however consult any written reference. In this case you should cite the reference. Results taken from the reference should be (re)stated to the notation used in the course. Explanation should be given in complete English sentences. Written work must be legible and clear. Exams: Two tests will be scheduled during regular class (1h15min long). You are allowed with one oneside formula
sheet. The final exam will be 2hour long, and currently it is scheduled for May 13, 8:00am10:00am.
For the final exam you are allowed with two twoside formula sheets.
Grading:
