William Oughtred: A Great Seventeenth-Century Teacher of MathematicsCajori, Florian
History
William Oughtred: A Great Seventeenth-Century Teacher of Mathematics
Cajori, Florian
Mathematicians -- Biography; Mathematics -- Study and teaching -- History -- 17th century; Oughtred, William, 1575-1660
Oughtred’s most original line of scientific activity is the one least
known to the present generation. Augustus De Morgan, in speaking of
Oughtred, who was sometimes called “Oughtred Aetonensis,” remarks: “He is
an animal of extinct race, an Eton mathematician. Few Eton men, even of
the minority which knows what a sliding rule is, are aware that the
inventor was of their own school and college.”[50] The invention of the
slide rule has, until recently,[51] been a matter of dispute; it has been
erroneously ascribed to Edmund Gunter, Edmund Wingate, Seth Partridge,
and others. We have been able to establish that William Oughtred was the
first inventor of slide rules, though not the first to publish thereon.
We shall see that Oughtred invented slide rules about 1622, but the
descriptions of his instruments were not put into print before 1632 and
1633. Meanwhile one of his own pupils, Richard Delamain, who probably
invented the circular slide rule independently, published a description
in 1630, at London, in a pamphlet of 32 pages entitled Grammelogia; or
the Mathematicall Ring. In editions of this pamphlet which appeared
during the following three or four years, various parts were added on,
and some parts of the first and second editions eliminated. Thus Delamain
antedates Oughtred two years in the publication of a description of a
circular slide rule. But Oughtred had invented also a rectilinear slide
rule, a description of which appeared in 1633. To the invention of this
Oughtred has a clear title. A bitter controversy sprang up between
Delamain on one hand, and Oughtred and some of his pupils on the other,
on the priority and independence of invention of the circular slide rule.
Few inventors and scientific men are so fortunate as to escape contests.
The reader needs only to recall the disputes which have arisen, involving
the researches of Sir Isaac Newton and Leibniz on the differential and
integral calculus, of Thomas Harriot and René Descartes relating to the
theory of equations, of Robert Mayer, Hermann von Helmholtz, and Joule on
the principle of the conservation of energy, or of Robert Morse, Joseph
Henry, Gauss and Weber, and others on the telegraph, to see that
questions of priority and independence are not uncommon. The controversy
between Oughtred and Delamain embittered Oughtred’s life for many years.
He refers to it in print on more than one occasion. We shall confine
ourselves at present to the statement that it is by no means clear that
Delamain stole the invention from Oughtred; Delamain was probably an
independent inventor. Moreover, it is highly probable that the
controversy would never have arisen, had not some of Oughtred’s pupils
urged and forced him into it. William Forster stated in the preface to
the Circles of Proportion of 1632 that while he had been carefully
preparing the manuscript for the press, “another to whom the Author
[Oughtred] in a louing confidence discouered this intent, using more hast
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