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Unformatted text preview: Project – ACTSC 833, Winter 2012 Project deadline: 5:00pm, Tuesday, April 10 . Please submit a hard copy of your project to M3 4012 or email a PDF file of your project to [email protected] by the deadline. Project requirement: Projects must be typed using LaTex or Word with a cover page that shows your name and student ID number. The project is an individual work. You are required to complete the project independently. Your project should include all source coded used for calculations ( attach all your source codes as an appendix ). You can use Excel to perform numerical calculations and table your numerical results. Project Questions: Let X > 0 be a loss random variable with continuous distribution function and let X 1 ,...,X n be a random sample from the distribution of X . Assume that x (1) ,...,x ( n ) are the ordered observed values of the sample with 0 < x (1) < x (2) < ··· < x ( n ) , namely no two observed values are equal. Let F n ( x ) be the empirical distribution function of the sample. We want to test) be the empirical distribution function of the sample....
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This note was uploaded on 03/25/2012 for the course ACTSC 833 taught by Professor Juncai during the Winter '12 term at Waterloo.
- Winter '12