Titlebook: Probability and Statistics in Experimental Physics; Byron P. Roe Textbook 2001Latest edition Springer-Verlag New York 2001 Binomial distri

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Basic Probability Concepts,Central to our study are three critical concepts: ., and .. In this chapter, we will discuss these terms. Probability is a very subtle concept. We feel we intuitively understand it. Mathematically, probability problems are easily defined. Yet when we try to obtain a precise physical definition, we find the concept often slips through our grasp.

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Some Initial Definitions,In this chapter we will introduce some terms to give us a common language. We will be dealing for the most part with properties of a non-decreasing function of ., which goes from 0 at the lower limit to 1 at the upper limit of ..

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Some Results Independent of Specific Distributions,We could start out and derive some of the standard probability distributions. However, some very important and deep results are independent of individual distributions. It is very easy to think that many results are true for normal distributions only when in fact they are generally true.

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Specific Discrete Distributions,We have now developed the tools to derive some of the standard one one-dimensional discrete probability distributions. In this chapter, we will examine the binomial distribution and its limit, the Poisson distribution, which are two of the most common distributions we run across in applications.

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Queueing Theory and Other Probability Questions,Queueing theory is the theory of standing in lines. We stand in lines waiting for a teller machine at a bank, in checkout lines at grocery stores, and in many other places. Switch computer jobs are in a queue. Processing incoming data events in an experiment may involve queueing theory. We start with an example of this latter process.

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