Universal History of Numbers, Part 3 (Pt.1)

Georges Ifrah; E. F. Harding [Translator]; Sophie Wood [Translator];

ISBN 10: 1860467385 / ISBN 13: 9781860467387

Published by The Harvill Press, 2000

About this Item

PART 3.Minor shelf/edge wear. Uncreased spine,binding tight.In very good condition.Text clean & unmarked.

Seller Inventory # 37857-013013

Bibliographic Details

• Title: Universal History of Numbers, Part 3 (Pt.1)
• Publisher: The Harvill Press
• Publication Date: 2000
• Language: English
• ISBN 10: 1860467385
• ISBN 13: 9781860467387
• Binding: Paperback
• Condition: Used: Very Good

About this title

Synopsis

In this volume, which completes his history of numbers, Georges Ifrah first of all recapitulates for the reader the steps in mathematical notation which he has made familiar. He considers algebra and its relationship with reason; how it has opened the way to new advances in computation. He introduces the reader to the departure made from the decimal Base 10 to the spread of the binary Base 2, the foundation for computing. He then takes us through the origins and progress of the computer revolution, going back to calculating machines invented more than 100 years ago. He finishes with a synthesis of the development of numbers technology as a function of logic, and concludes with a view to our future with technology.

Review

For those of you who have read Georges Ifrah's first book, The Universal History of Numbers: From Prehistory to the Invention of the Computer, this is the third of a two-volume set! Just to clarify this, the first volume is being split into two and, together with this new third volume, republished as a trilogy. For those of you who have not read the first book, volume III begins with what could have been a very useful "Chronological Summary" and a "Recapitulation" of the ideas expressed in the first book. Unfortunately, without a preface or introduction, the unwary reader is immediately confronted with a very condensed version of the first book. Indeed, Ifrah's detailed study of number systems, when reduced to a series of illustrated plates, gives the impression that the history of numbers is little more than a history of typography. Yet another "Chronological Summary" from Calculation to Calculus follows, thereby reinforcing the feeling that the book is a collection of notes waiting to be crafted into a strong narrative. The translator, the unsung hero in many publications, has done sterling work in adding copious notes and helpful cross-references. The initial feeling remains, however, that this is a collection of jewels without a crown.

Having said that, the scope of the book is enormous, tracing the history of calculators and computers, from mechanical to electronic devices through both analogue and digital incarnations. There are some familiar faces, such as Pascal, Babbage, von Neumann and Turing, as well as many others who have so far escaped the spotlight. As a reference work it has a good index and an extensive bibliography. The author acknowledges regret at the lack of illustrations but gives references to such sources. In the search for universality and completeness it has, however, forsaken a strong guiding theme. The most engaging sections are where the mathematics, history and technology come together, bound by personal ambitions, whether intellectual or financial. In such sections Ifrah pauses from being a cataloguer to indulge in some story telling. It is here that the nuts and bolts of technology come to life. For teachers, students and researchers, this will prove to be a very useful starting point into a fascinating area of human innovation. But one would venture that this is a work destined for the library shelves rather than the bedside table. --Richard Mankiewicz