seminars:sml:151208
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| + | ~~META: | ||
| + | * Date: Tuesday, December 8, 2015 | ||
| + | * Time: 12:00-1:00 | ||
| + | * Room: WH-G02 | ||
| + | * Speaker: Baiyang Qi (Mathematical Sciences) | ||
| + | * Title: Building a model for scoring 20 or more runs in a baseball game | ||
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| + | I will present a paper on sports statistics. The abstract of that paper is as follows. | ||
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| + | How often can we expect a Major League Baseball team to score at least 20 runs in a single game? Considered a rare event in baseball, the outcome of scoring at least 20 runs in a game has occurred 224 times during regular season games since 1901 in the American and National Leagues. Each outcome is modeled as a Poisson process; the time of occurrence of one of these events does not affect the next future occurrence. Using various distributions, | ||
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