Basic Urn Model
In this basic urn model in probability theory, the urn contains x white and y black balls, well-mixed together. One ball is drawn randomly from the urn and its color observed; it is then placed back in the urn (or not), and the selection process is repeated.
Possible questions that can be answered in this model are:
- Can I infer the proportion of white and black balls from n observations? With what degree of confidence?
- Knowing x and y, what is the probability of drawing a specific sequence (e.g. one white followed by one black)?
- If I only observe n white balls, how sure can I be that there are no black balls? (A variation on the first question)
Read more about this topic: Urn Problem
Famous quotes containing the words basic and/or model:
“Of course I lie to people. But I lie altruisticallyfor our mutual good. The lie is the basic building block of good manners. That may seem mildly shocking to a moralistbut then what isnt?”
—Quentin Crisp (b. 1908)
“Id like to be the first model who becomes a woman.”
—Lauren Hutton (b. 1944)
Related Phrases
Related Words