Preface p. v
A History of Greek Mathematics (1921) Vol. 1. From Thales to Euclid
“For the mathematician the important consideration is that the foundations of mathematics and a great portion of its content are Greek. The Greeks laid down the first principles, invented the methods ab initio, and fixed the terminology. Mathematics in short is a Greek science, whatever new developments modern analysis has brought or may bring.”
Preface p. v
A History of Greek Mathematics (1921) Vol. 1. From Thales to Euclid
Help us to complete the source, original and additional information
Thomas Little Heath 46
British civil servant and academic 1861–1940Related quotes
Preface p. v
A History of Greek Mathematics (1921) Vol. 1. From Thales to Euclid
As quoted in Bigeometric Calculus: A System with a Scale-Free Derivative (1983) by Michael Grossman, and in Single Variable Calculus (1994) by James Stewart.
Source: Mathematics and the Physical World (1959), p. 59
“Greek science was less an invention than a revival.”
Preface.
A History of Science Vol.1 Ancient Science Through the Golden Age of Greece (1952)
Context: It is childish to assume that science began in Greece; the Greek "miracle" was prepared by millenia of work in Egypt, Mesopotamia and possibly in other regions. Greek science was less an invention than a revival.
Source: That Greece Might Still be Free (1972), p. 15-16.
Context: A society in whose culture the Ancient Greeks played such an important part was bound to have a view about the Modern Greeks. The inhabitants of that famous land, whose language was still recognizably the same as that of Demosthenes, could not be regarded as just another remote tribe of natives or savages. Western Europe could not escape being concerned with the nature of the relationship between the Ancient and the Modem Greeks. The question has teased, perplexed, and confused generations of Greeks and Europeans and it still stirs passions to an extent difficult for the rational to condone.
Preface p. vi
A History of Greek Mathematics (1921) Vol. 1. From Thales to Euclid