The Kingdom of Infinite Number: A Field Guide
| Author | : | |
| Rating | : | 4.12 (880 Votes) |
| Asin | : | 0716744473 |
| Format Type | : | paperback |
| Number of Pages | : | 388 Pages |
| Publish Date | : | 2013-01-23 |
| Language | : | English |
DESCRIPTION:
Kersi Von Zerububbel said Numbers have personality. Great book. Substandard editing.. This is a fascinating book that gives one a tour of numbers, their properties, idiosyncracies and uses in quick computation etc. Having each number somewhat independent from one another you can read any chapter at random and gain quite a bit. The text does require concentration to fully appreciate the ideas. Also I found that having a notepad and pencil pr. bill lindsay said A masterfully conceived but sloppily executed book. The presentation of the kingdom of numbers as a field guide is a very clever idea. The book is visually engaging, giving numbers the "personality" that I'm sure experienced number theorists feel. It is clear that an enormous amount of effort has gone into the production of this book, and the result is enormously interesting.Unfortunately, not nearly as muc. Henry M. Dobb said Numbers for Everyone!. Not since the great Indian mathematician Srinivasi Ramanujan has anyone gotten so involved in the personality of numbers to the extent as which Bryan Bunch has, and the reader is far better off for it. The classic story about Ramanujan and the personality of numbers is the tale about the number 17"Numbers for Everyone!" according to Henry M. Dobb. Not since the great Indian mathematician Srinivasi Ramanujan has anyone gotten so involved in the personality of numbers to the extent as which Bryan Bunch has, and the reader is far better off for it. The classic story about Ramanujan and the personality of numbers is the tale about the number 1729. When he was ill in a hospital in England he was paid a v. 9. When he was ill in a hospital in England he was paid a v
Just as bird guides help watchers tell birds apart by their color, songs, and behavior, The Kingdom of Infinite Number is the perfect handbook for identifying numbers in their native habitat. Thus 28, the next perfect number, is a similar species. In addition to such classifications, special attention is paid to dozens of other fascinating numbers, transfinite and other exceptionally larger numbers, and the concept of infinity.Ideal for beginners but organized to appeal to the mathematically literate, The Kingdom of Infinite Number will not only ad to readers' enjoyment of mathematics, but to their problem-solving abilities as well.. The result provides new insights into mathematical patterns and relationships and an increased appreciation for the sheer wonder of numbers.Every number in this book is identified by its "field marks," "similar species," "personality," and "associations." For example, one field mark of the number 6 is that it is the first perfect number the sum of its divisors (1,2, and 3) is equal to the number itself. And the fact that 6 can easily be broken into 2 and 3 is part of its personality, a trait that is helpful when large numbers are being either multiplied or divided by 6. Taking a field guide-like approach, it offers a fresh way of looking at individual numbers and the properties that make them unique, which are also the properties essential for mental computation
And it gives the reader some appreciation of why these sets and proofs are interesting. . This field-guide approach serves as a gentle nudge to show that there are many other ways to generate a "flock" of numbers besides just adding one plus one. of Utah Lib., Salt Lake City Copyright 2000 Reed Business Information, Inc. However, as a whole, it works surprisingly well, as advanced mathematical study has very little to do with calculating. From Library Journal This book's playful conceit is that a number is like a bird--something that is interesting to observe and identify in its native habitat, flocks together in groups and has distinct behavior patterns, and may be common or rare. For larger public and academic libraries.-Amy Brunvand, Univ. In this analogy, finite and infinite numbers are "kingdoms"; natural, rational, real, and complex beco