|Bridge Probability And Information|
by Robert F. MacKinnon
While firmly rooted in sound mathematics, this is a book that aims to be accessible to any bridge player. It develops the ideas of probability and information theory and applies them to bridge in a way no previous author has done. Concepts such as Vacant Spaces, Restricted Choice, and how splits in one suit affect the probabilities in other suits, are discussed in depth. Readers will emerge with . . . read more.
|Duplicate Bridge Schedules, History and Mathematics|
by Ian McKinnon
The Bridge Movements Encyclopedia. This is an essential book for tournament directors as well as bridge players curious about the history of the game of duplicate bridge. This comprehensive volume supplies you with all the movements ever thought of and many hundreds of new ones. Included for each movement are the variations, modifications, origins, authors and history of its development. Each mov . . . read more.
|Expert Bridge Simplified|
Arithmetic Shortcuts For Declarer
by Jeff Rubens
This book takes a lighthearted approach to tackling challenging problems, and demystifies bridge mathematics for the practical player. After mastering the basic techniques for declarer, bridge players improve by applying those procedures more effectively. The most common question among those who study declarer's craft is: "How do I calculate the odds?" Even highly experienced players sometimes st . . . read more.
|More Hocus Pocus|
by Erwin Brecher • Julian Pottage
Master puzzler Erwin Brecher teams up with top bridge problemist Julian Pottage to present as second collection of bridge problems, math brain-teasers and logic puzzles . . . read more.
|Never a Dull Deal: Faith, Hope and Probability in Bridge|
by Robert F. MacKinnon
In Bob Mackinnon's bestseller, Bridge, Probability and Information, the author drew on his professional background in mathematics to introduce readers to the mysteries of information theory and Bayes Theorem, and their surprisingly practical applications for bridge players. In this sequel, he takes these same ideas further, exploring the application of the concepts of conditional probability to o . . . read more.
|Take All Your Chances At Bridge|
by Eddie Kantar
Selecting the best line of play as declarer on a bridge hand is not easy. Most novices know something about basic odds and percentages, and can usually come up with a line that offers a reasonable chance of success. However, the expert player will skilfully combine options, so as to take advantage of more than one possibility. Rather than putting all his eggs in one basket, he will 'stay alive . . . read more.
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