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Discover Probability

by Ben-Naim Arieh

Probability in everyday life

Regular price $82.28 USD
Regular price $91.43 USD Sale price $82.28 USD
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Hardcover New English

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AlbakiReads Editorial

Probability in everyday life

With little reliance on mathematics, *Discover Probability* introduces probability through examples drawn from daily life. It considers how probability can be used and misused, connecting an abstract subject to situations readers may recognize. The book also touches on information theory: its final section introduces the Shannon measure of information and its relationship to probabilities. Together, these topics give the book a practical scope, moving from the basic idea of probability to questions about how information can be measured.

Good fit for readers who enjoy

  • Readers seeking an accessible introduction to probability with minimal mathematics.
  • Those interested in everyday applications and possible misuses of probability.
  • Readers curious about the connection between probability and information theory.

Themes

Probability and its applicationsEveryday examplesMisuse of probabilityInformation theory and the Shannon measure

Based on publisher information and book metadata.

Book overview

This is a unique book which explains the concept of probability and its applications with almost no mathematics. As the title states, the reader will discover the concept of probability, learn how to use it, and be made aware of some misuses of, and sometimes even abuse of, probability. The reader will come to know that a basic knowledge of probability is useful in life.

It is a novel, self-teaching book that is easy to read, oftentimes entertaining and full of useful information on both probability and information theory. The style is reader-friendly. It will appeal to anyone who is interested in the "laws" that govern our daily lives.

The detailed examples in the book are taken from daily life which anyone can identify with. The last section introduces the Shannon measure of information and its relationship to probabilities.

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