CSCB58H3 Study Guide - Royal Institute Of Technology, Disjoint Sets, Probability Measure

• School: UTSC
• Department: Computer Science
• Course: CSCB58H3
• Professor: Zachariah Campbell

Document Summary

1: de nition: the experiment: is the procedure or phenomenon that generates a random outcome. Waiting at the bus stop and recording the waiting time: de nition: the sample space is the set of all possible outcomes of the experiment, notation: we denote the sample space of an experiment by s. If the experiment is ipping a coin and recording the outcome then s = {h, t}. If we denote by a the event that we ipped a tail then a = {t}. If we denote by s the set of all subsets of s = {h, t} then s = { ,{h},{t}, s}. If we denote by s the set of all subsets of s = {x : x 0} then s = {a : a s}: de nition: probability measure is a rule for assigning probabilities to events. 2: notation: we denote probability measures by p .