01204312 (2010-IUP) Probability Theory

1st Semester 2010 (June – September)

Section 450: for IUP Students

Course Information

Instructor	Associate Prof. Anan Phonphoem, Ph.D. (anan.p@ku.ac.th)
Lecture	Wednesday 1 – 4 PM Building 15, Room 203
Prerequisite	417168 Engineering Mathematics II
Course Description	Probability; conditional probability and independence of events; random variables; distribution and density functions; functions of one random variable; multiple random variables; operations on one and multiple random variables; laws of large numbers; central limit theorem; random processes and their applications;application to computer engineering problems.
Text Book	“Probability and Stochastic Processes: A Friendly Introduction for Electrical and Computer Engineers,” Roy D. Yates and David J. Goodman, John Wiley & Sons, Inc.,  Second Edition, 2005, ISBN 0-471-45259-9
Supplement
Syllabus	204312-probability-syllabus-june-2010
Class Attendace	You may check your class attendance with your nontri account at http://iwp.cpe.ku.ac.th/attendance/
Homework Score	For any query please contact our grader (biggiko@hotmail.com) or Aj.AnanHW-1Last updated: 2 July 2010 HW-1-4 (Last Updated: 2 Aug 2010)HW-1-6 (Last Updated: Sep 24, 2010)
Midterm Exam Score	204312-2010-iup-midterm-score (Last Updated: 12 Aug 2010) 204312-2010-iup-midterm-histogram (Last Updated: 12 Aug 2010) 204312-2010-iup-31aug2010 (Last Updated: 31 Aug 2010)
Final Exam Score	204312-2010-iup-final (Last Updated: Oct 6, 2010)
Total Score (Grade)	204312-2010-iup-grade (Last Updated: Oct 6, 2010)
Total Score (Histogram)	204312-2010-iup-grade-histogram2 (Last Updated: Oct 6, 2010)

Resources

Lecture# (Date)	Description (Slide )	Video (AVI)	Assignment Due Date
1 (8 June 10)	Lect 01: Intro to Probability and Set Theory	E1-1 E1-2 E1-3
2 (16 June 10)	lect 02: Conditional Prob. and Independent	E2-1 E2-2 E2-3 E2-4	HW#1 Due 23 June 2010 1) 1.2.2 2) 1.3.2 3) 1.4.3 4) 1.5.3 5) 1.6.4 6) 1.7.6 7) 1.8.6 8.) 1.9.4 9) 1.10.3
3 (23 June 10)	Lect 03: discrete-random-variable	E3-1 E3-2 E3-3 E3-4 E3-5 E3-6
4 (30 June 10)	Lect04-discrete-rand-var-partii	E4-1 E4-2 E4-3 E4-4 E4-5 E4-6	HW#2 Due 7 July 2010 1) 2.2.5 2) 2.3.5 3) 2.3.10 4) 2.4.2 5) 2.5.9 6) 2.6.2 7) 2.7.3 8.) 2.8.6 9) 2.9.7 10) 2.10.1
5 (7 July 10)	lect05-multiple-discrete-rand-var-update14july2010	E5-1 E5-2 E5-3 E5-4 E5-5 E5-6	HW#3 Due 14 July 2010 1) 4.1.1 2) 4.2.2 3) 4.2.4 4) 4.3.4 5) 4.6.4 6) 4.7.8 7) 4.8.1
6 (14 July 10)	lect06-continuous-rand-var	E6-1 E6-2 E6-3 E6-4 E6-5 E6-6	HW#4 Due 28 July 2010 (In class)1) 3.1.2 2) 3.2.1 3) 3.3.7 4) 3.4.6
(21 July 10)	Commencement Day (Graduation Day) — NO CLASS
7 (28 July 10)	lect07-continuous-rand-var-partii	E7-1 E7-2 E7-3 E7-4
8	Midterm Exam Sat, August 7, 4 – 7 PM
9 (11 Aug 10)	lect08-mixed-rand-var	E8-1 E8-2 E8-3 E8-4 E8-5
10 (18 Aug 10)	Midterm Exam Solution Discussion		HW#5 Due 25 Aug (In Class) 1) 3.6.2 2) 3.6.3 3) 3.6.7 4) 3.7.1 5) 3.7.6 6) 3.7.11 7) 3.8.2 8.) 3.8.7
11 (25 Aug 10)	lect09-mixed-rand-var-ii	E9-1 E9-2 E9-3
12 (1 Sep 10)	lect10-stochastic-process-i revised version (3 Aug 2010) lect10-stochastic-process-i-new	E10-1 E10-2 E10-3 E10-4 E10-5	HW#6 Due 8 Sep (In Class) 1) 4.8.5 2) 4.9.12 3) 4.10.7 4) 4.11.2 5) 10.2.3 6) 10.3.2 7) 10.4.1 8.) 10.5.3 9) 10.6.1 10) 10.7.2 11) 10.8.2
13 (8 Sep 10)	lect11-stochastic-process-ii2	E11-1 E11-2 E11-3
(15 Sep 10)	No Class
14 (22 Sep 10)	lect12-lln-clt	E12-1 E12-2
15	Final Exam (Closed Book / Closed Note) Tuesday, September 28, 9 – 12 PM