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The essential lifesaver for students who want to master probability

For students learning probability, its numerous applications, techniques, and methods can seem intimidating and overwhelming. That's where The Probability Lifesaver steps in. Designed to serve as a complete stand-alone introduction to the subject or as a supplement for a course, this accessible and user-friendly study guide helps students comfortably navigate probability's terrain and achieve positive results.

The Probability Lifesaver is based on a successful course that Steven Miller has taught at Brown University, Mount Holyoke College, and Williams College. With a relaxed and informal style, Miller presents the math with thorough reviews of prerequisite materials, worked-out problems of varying difficulty, and proofs. He explores a topic first to build intuition, and only after that does he dive into technical details. Coverage of topics is comprehensive, and materials are repeated for reinforcement—both in the guide and on the book's website. An appendix goes over proof techniques, and video lectures of the course are available online. Students using this book should have some familiarity with algebra and precalculus.

The Probability Lifesaver not only enables students to survive probability but also to achieve mastery of the subject for use in future courses.

. A helpful introduction to probability or a perfect supplement for a course

. Numerous worked-out examples

. Lectures based on the chapters are available free online

. Intuition of problems emphasized first, then technical proofs given

. Appendixes review proof techniques

. Relaxed, conversational approach

Category:

Science

Cover:

Paperback

Edition Number:

1

ISBN:

9780691149554

Pages:

752

Author:

Miller Steven J.

Publisher:

PRINCETON UNIVERSITY PRESS

Release Year:

2017

Steven J. Miller is associate professor of mathematics at Williams College. He is the coauthor of An Invitation to Modern Number Theory (Princeton) and The Mathematics of Encryption: An Elementary Introduction and the editor of Benford's Law: Theory and Applications (Princeton).