Download Syllabus - KEI: Study Abroad

Survey
yes no Was this document useful for you?
   Thank you for your participation!

* Your assessment is very important for improving the workof artificial intelligence, which forms the content of this project

Document related concepts

Data assimilation wikipedia , lookup

Time series wikipedia , lookup

Transcript
MTH 2010: PROBABILITY AND STATISTICS COURSE SYLLABUS
FALL SEMESTER 2010
DAY/TIME: SATURDAY – 1:30- 4:50 PM
ROOM: BI
CREDIT: 3 UNITS
COURSE DESRIPTION
Basic concepts of probability and statistics, descriptive statistics, discrete probability
distributions, continuous probability distributions, mathematical expectation, moment
generating functions (mgf), sampling, statistical inference, and applications.
Pre-requisite: MTH 1109
COURSE OBJECTIVES
At the end of this course, the students should be able to:
 show an understanding of the fundamental concepts in probability and statistics and
their application to selected business operations and other related fields.
 have developed logical and rational approaches to problem solving and data analysis.
 make informed decisions about problems involving uncertainty.
 use IT (calculator/computer) in related problem solving.
COURSE CONTENT
Week 1-3
Definition of probability, basic concepts and terms, probability theory; probability tree
and decision tree, counting principles, Bayes’ theorem, Markov chain, Expected value,
and applications.
Week 4-5
Descriptive statistics: measures of location and dispersion - mean, mode, median, skew
ness and kurtosis, interquatile range and quartile deviation, variance, standard deviation,
coefficient of variation and other measures for grouped and ungrouped data.
Week 6-7
Measures of Relationship: correlation analysis, regression analysis,
time-series analysis and applications.
MID –TERM EXAM
Week 8-9
Discrete probability distributions: Uniform, Bernoulli, Binomial, and Poisson
Mathematical expectation (2): expected value of a random variable and function.
Week 10-11
Continuous probability distribution: Uniform, Normal, Chi-square and Student’s
distributions; central limit theorem, relationships and applications.
Week 12
Introduction to Bivariate data and distributions: moments and sampling.
Week 13-14
Introduction to statistical inference: confidence intervals and testing of hypothesis,
applications.
FINAL EXAMINATION
TEACHING METHODOLOGY
Lectures and discussions
Problem solving exercises
Assignments and group work
COURSE TEXT
T.H Wonnacott and R.J Wonnacott, Introductory Statistics for Business and Economics.
READINGS
1 Richard A. Johnson and G.K. Bhattacharyya, Statistics Principles and Methods.
2 S.C Gupta and V.K. Kapoor, Fundamentals of Mathematical Statistics.
COURSE EVALUATION
Class Participation/attendance
Assignments
Group work I and II
Mid-term Examination
Final Examination
TOTAL
5%
20%
25%
25%
25%
100%
Note: (i) Own a scientific calculator: fx-570, or 991 or 992 ms.
(ii) Avoid absenteeism: 5 absences will lead to an F grade.
(iii) Avoid plagiarism. It will lead to a straight F.