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- W2482339920 abstract "Abstract This chapter focuses on a large variety of random systems that encompass the world. It shows the outcome of a sequence of throws of a six-sided die, the simulated motion of a Brownian particle, and the temporal fluctuations of the Coca Cola stock price as examples of random fluctuations. In principle, everything could be calculated from first principles if only one knew the initial conditions, the nature of the dynamical laws, and the values of the parameters within these equations. However, tiny errors would rapidly grow and lead to an erroneous solution. Fortunately, random or stochastic systems can be analysed in a different manner, offering more general information. The key is to calculate sensible quantities. The central concept in the analysis of all stochastic systems is the random variable. While it is not possible to compute the particular outcome of a stochastic event, it may be possible to compute the probability that the random variable takes on a certain value." @default.
- W2482339920 created "2016-08-23" @default.
- W2482339920 creator A5023359121 @default.
- W2482339920 creator A5084496181 @default.
- W2482339920 creator A5086414159 @default.
- W2482339920 date "2013-09-01" @default.
- W2482339920 modified "2023-09-27" @default.
- W2482339920 title "Basics of probability" @default.
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