October 2019
Beginner to intermediate
674 pages
16h 43m
English
The exponential distribution models the waiting time between two events in a Poisson process. A Poisson process is a process that follows a Poisson distribution in which events occur unpredictably with a known average rate. The exponential distribution can be described as the continuous limit of the geometric distribution, and is also Markovian (memoryless).
A memoryless random variable exhibits the property that its future state depends only on relevant information about the current time and not the information from further in the past. An example of modeling a Markovian/memoryless random variable is modeling short-term stock price behavior based on the idea that it follows a random walk. This leads to what is ...
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