| Language of Instruction |
French |
| Course Type |
Compulsory |
| Course Level |
Bachelor Degree |
| Course Instructor(s) |
Muhammed ULUDAĞ
muhammed.uludag@gmail.com (Email)
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| Assistant |
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| Objective |
The aim of this course is to learn the definitions, examples and the properties of discrete and continuous random variables and to be able to use them in probability calculations.
|
| Content |
Combinatorial analysis, Axioms of probability, Conditional probability and independence, Random variables, Continuous random variables, Jointly distributed random variables, Properties of expectation, Limit theorems.
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| Course Learning Outcomes |
To know the definitions , the examples and the properties of discrete and continuous random variables
To be able to calculate the expected value and the standard deviation of the random variables
To be able to use the random variables in the probability calculations.
To understand and to be able to use the limit theorems
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| Teaching and Learning Methods |
Lecture, discussion, problem solving
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| References |
Initiation aux Probabilités, Sheldon Ross
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