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The HarperCollins Dictionary of Mathematics
Purchase options and add-ons
- ISBN-100064610195
- ISBN-13978-0064610193
- EditionLater prt.
- PublisherCollins
- Publication dateAugust 28, 1991
- LanguageEnglish
- Dimensions5.31 x 1.51 x 8 inches
- Print length672 pages
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Editorial Reviews
About the Author
E.J. Borowski is a Senior Lecturer in logic at Glasgow University.
Product details
- Publisher : Collins
- Publication date : August 28, 1991
- Edition : Later prt.
- Language : English
- Print length : 672 pages
- ISBN-10 : 0064610195
- ISBN-13 : 978-0064610193
- Item Weight : 1.06 pounds
- Dimensions : 5.31 x 1.51 x 8 inches
- Best Sellers Rank: #3,660,933 in Books (See Top 100 in Books)
- #643 in Mathematics Reference (Books)
- #994 in Dictionaries (Books)
- Customer Reviews:
About the authors

Jonathan Michael Borwein, FRSC, FAAAS,FBAS, FAA is currently Laureate Professor in the School of Mathematical and Physical Sciences at the University of Newcastle (NSW). He directs the University's Priority Research Centre in Computer Assisted Research Mathematics and its Applications (CARMA).
A Rhodes Scholar, his research interests span pure (analysis), applied (optimization), computational (numerical and computational analysis) mathematics, and high performance computing. He has authored over a dozen books---most recently four on Experimental Mathematics (www.experimentalmath.info), a 2010 prize winning book on Convex Functions, a 2012 book on Lattice Sums and a 2014 book on Continued Fractions, and two on Modern Mathematical Computation---and over 400 refereed publications.

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Customer Reviews, including Product Star Ratings help customers to learn more about the product and decide whether it is the right product for them.
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Learn more how customers reviews work on AmazonTop reviews from the United States
- 5 out of 5 stars
Great Dictionary.
Reviewed in the United States on June 15, 2005My job requires extensive technical writing skills in the form of developing mathematical algorithms or creating presentations or other documentation that frequently requires that mathematical concepts be clearly defined for the reader. Even when you think you know a good definition for a mathematical term, this dictionary will likely give you a better one. Good reference to keep around.
This is perhaps one of the best, if not the best, mathematics dictionary. But it is just that, a dictionary of mathematical terms and phrases. Do no expect it to teach you any subject in mathematics. It would be great for any student taking a mathematics course. If the student runs across a term that he/she might have forgotten, the student can refer to this dictionary for a quick reminder.
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Great Reference
Reviewed in the United States on January 10, 2012One of my favorite reference books, the quality is superb and explanations of terms with noted examples, equations, or drawings is what you would hope to find. Expect price point to fluctuate quite a bit as this book is either out of print or increasingly difficult to find a new copy at a reasonable price. A great reference for all sciences and for high-school or college students that just keep bugging for answers that are either obscure or beyond my personal recollection!
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Thorough Coverage of Mathematics
Reviewed in the United States on March 15, 2006Well written and edited. Definitions and explanations are clear and to the point. As I flipped through the book, I ran into many, many entries which I did not understand, but in that regard, an unabridged dictionary of the English language has many, many entries in it about which I know nothing.
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Needed this book
Reviewed in the United States on February 10, 2013The reason I purchased this is for work. It has come in handy and is exactly what I was hoping it would be.
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Repeatedly a source of annoyance to me
Reviewed in the United States on June 11, 2015I have owned a copy of this dictionary for many years, and I also own two other dictionaries of mathematics. In addition to my interest in the field of mathematics generally, I usually approach the subject from viewpoints of mathematical logic, foundations of mathematics (e.g., number theory), or applications of topology. Every time I have needed clarification of a mathematical concept or term and have read definitions in this book, I felt frustrated and somewhat angry.
I accept that the authors' approach to the subject might be exactly what is needed by some readers (as evidenced by the positive reviews on Amazon). One reviewer wrote, "Do no expect it to teach you any subject in mathematics," and I do not have such expectation. But, I own dozens of dictionaries about diverse subjects and in several languages; from a lifetime of using dictionaries I find that editors or authors bring to the subject (a) their particular comprehension of the material, and (b) an ability to convey knowledge effectively (or lack thereof). Another reviewer on Amazon wrote, "When a scientist or author needs to compose text about these operations, a reference work with concise and precise definitions of terms and concepts is indispensable." Perhaps, that is the gist of my problem with this book. The authors seem to presume of the reader something akin to initiation into a Pythagorean gnosis cult; by that I mean, the definitions given may pass for literal meanings, but they do not impart much understanding that one doesn't already possess. My trouble with this book was made worse by my having found (in the 1991 edition that I own) some definite errors, such as I have not found in any other of the dozens of dictionaries I own.
For my purposes I have had gotten better quality help from The Concise Oxford Dictionary of Mathematics (Oxford Paperback Reference), although it has the limitation of being a small book. The best mathematics dictionary I have seen (in my opinion) was priced well over $100, and I simply couldn't afford it. Of course, free resources on the Web somewhat obviate the need for a printed dictionary, but sometimes I find it more convenient to use a book.
I give this book 2 stars because it is slightly better than nothing, if it were all that I had.
- Louis Barton, Ph.D.
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Better tnan a textbook!
Reviewed in the United States on February 4, 2007I teach math in high school, and I have found this dictionary more useful than the textbook. The definitions are more precise and understandable than in a book designed to be understandable. It's compact, lightweight (because it's paperback) yet it's packed with information. It has been one of my better purchases this year.
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The Solution to Head Scratching
Reviewed in the United States on March 5, 2002I was lucky enough in 1991 to find this book in my University book store. I have never found a more useful source of mathematical insight and basic conept derivation as this 'manual'.
There were occasion in my pure mathematics course where upon complete confusion with respect to an off-the-wall assignment from my professor that this book enabled me to break down the problems into sizeable chunks.
The cross referencing is invaluable and I would thoroughly recommend this to ALL mathematics under-graduates, in engineering, biolgy, soical, sciences.
If only there had been something similar for my Statistics MSc.
I will be defintiely buying edition 2 of this book when it lands.
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My First (& Only) Choice
Reviewed in the United States on March 17, 2003A more handy dictionary of math than this one, I have yet to find. Profusely illustrated with equations, graphs, diagrams and charts, it is yet comprehensive enough not to miss items and entries of major importance - and it still stays within a reasonable, user-friendly size. The only dictionary I know of that is sure to be better than this one is soon to be available: the second edition of this book, published just a few months ago.
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