Faculty of Commerce

Model (No 12)

Course Specification : نظرية الاحتمالات

2010 - 2011

Farabi Quality Management of Education and Learning - 18/5/2024

University :Mansoura University Damietta Branch

Faculty :Faculty of Commerce

Department :قسم الاحصاء

1- Course data :-

2- Course aims :-

3- Course Learning Outcomes :-

4- Course contents :-

No	Topics	Week
1	Random Variable, Tchebycheff`s inequality Probability Distributions: Discrete & Continuous .
2	Some cont. Prob. Distributions: Uniform, Binomial, Hyper Geometric, Geometric & Poisson distributions .
3	Some cont. Prob. Distributions: Normal, Gamma, Exponential & Chi-Square distributions .
4	Expectation of random variable, Expectation of a function of random variables .
5	Moment Generating Function, Characteristic Function & Factorial Probability Function .
6	Markov Chains .
7	Set Theory .
8	Introduction to Probability .
9	Conditional Probability and Independence .

5- Teaching and learning methods :-

S	Method
	المحاضرات
	المناقشات وحل التمارين

6- Teaching and learning methods of disables :-

7- Student assessment :-

A. Timing

No	Method	Week
1	امتحان نهاية الفصل الدراسي	15

B. Degree

8- List of books and references

S	Item	Type
1	Introduction to mathmatical satatistics:Ropert V.Hogg ,Allen T.Craig

9- Matrix of knowledge and skills of the course

S	Content	Study week
	Random Variable, Tchebycheff`s inequality Probability Distributions: Discrete & Continuous .
	Some cont. Prob. Distributions: Uniform, Binomial, Hyper Geometric, Geometric & Poisson distributions .
	Some cont. Prob. Distributions: Normal, Gamma, Exponential & Chi-Square distributions .
	Expectation of random variable, Expectation of a function of random variables .
	Moment Generating Function, Characteristic Function & Factorial Probability Function .
	Markov Chains .
	Set Theory .
	Introduction to Probability .
	Conditional Probability and Independence .

Course Coordinator(s): -

Head of department: -

مرفت طلعت محمد المحلاوى