'Moment generating function mgf' diaporamas de présentation

Review of Probability Theory

Review of Probability Theory. [Source: Stanford University]. Random Variable. A random experiment with set of outcomes Random variable is a function from set of outcomes to real numbers. Example. Indicator random variable: A : A subset of is called an event. CDF and PDF.

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Moment Generating Functions

Moment Generating Functions. Lecture X. Definition 2.3.3. Let X be a random variable with cdf F X . The moment generating function (mgf) of X (or F X ), denoted M X (t) , is

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Review of Probability Theory

Review of Probability Theory. Review Session 1 EE384X. Random Variable. A random experiment with set of outcomes Random variable is a function from set of outcomes to real numbers. Example. Indicator random variable: A : A subset of is called an event. CDF and PDF.

506 views • 26 slides

A new bound for discrete distributions based on Maximum Entropy

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Expectation and other distribution parameters

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All of Statistics: A Concise Course in Statistical Inference

All of Statistics: A Concise Course in Statistical Inference. Chapter 3 Expectation Prepared by Gene Shiau. The average value of X. Also known as the expectation the mean the first moment The k th moment of X is. Properties of expectations.

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