|4 or 5 quizzes totaling:||75%|
EE501: An Introduction to the Theory of Statistical Communications
Formulation of the communications problem as a stochastic process; probability and random variables; expectations; moments; characteristic function; multi-variate distributions; stationarity and the ergodic theorem; ensemble and time averages. An introduction to optimum detection; the sampling theorem and efficient transmission of message sequences.
Lectures - 3 periods a week (One Term)
Piggybacks on an undergrad course: No
Academic misconduct, including plagiarism, cheating, and other violations of academic ethics, is a serious academic infraction for which penalties may range from a recorded caution to expulsion from the College. The RMCC Academic Regulations Section 23 defines plagiarism as: ``Using the work of others and attempting to present it as original thought, prose or work. This includes failure to appropriately acknowledge a source, misrepresentation of cited work, and misuse of quotation marks or attribution.'' It also includes ``the failure to acknowledge that work has been submitted for credit elsewhere.'' All students should consult the published statements on Academic Misconduct contained in the Royal Military College of Canada Undergraduate Calendar, Section 23.
Random processes may be classified according to some of their properties. Click here for a rough copy of a table of classification.
Solutions of the problems at the end of chapter 2 in the notes.
Solutions of the problems at the end of chapter 3 in the notes.
Solution of the problem at the end of chapter 4 in the notes.
MAPLE worksheet for 3D plots of equation (2.58) in W&J
Table of some Fourier transform pairs
Audio samples of White Random Processes (Click here for a time-domain view of the signals):
Quizes from past years:
First Quiz (2014) solutions
First Quiz (2015) solutions
First Quiz (2018) solutions
Second Quiz (2014) solutions
Second Quiz (2015) solutions
Second Quiz (2018) solutions
Third Quiz (2014) solutions
Third Quiz (2015) solutions
Third Quiz (2018) solutions
Fourth Quiz (2014) solutions
Fourth Quiz (2015) solutions
Fourth Quiz (2018) solutions
Fifth Quiz (2014)
Fifth Quiz (2015)
Fifth Quiz (2018)
Final Exams from past years:
Final Exam (2014) (solutions)
Final Exam (2015) (solutions)
Final Exam (2018) (solutions)
Suggested problems in the textbook by Wozencraft & Jacobs:Problems in parenthesis are of lesser importance.
Tutorial on probabilities: http://www.sci.utah.edu/~gerig/CS6640-F2010/prob-tut.pdf