Henry Savile

Quick Info

30 November 1549
Bradley (near Halifax), Yorkshire, England
19 February 1622
Eton, Berkshire, England

Henry Savile was an English mathematician who founded professorships of geometry and astronomy at Oxford.


Henry Savile entered Brasenose College Oxford in 1561 and he was elected a Fellow of Merton College Oxford in 1565. He graduated with an B.A. in 1566 and an M.A. in 1570.

On 10 October 1570 he began to lecture at Oxford on Ptolemy's Almagest and we are fortunate in that his lecture notes for this course have survived. We shall now describe the content of these lectures more fully.

The lectures are far more than Ptolemy's text with added explanation. Savile introduced his students to the new ideas of Regiomontanus and Copernicus. He mentions both classical authors of mathematics, giving their biographies, and the leading mathematicians of the day whose works he had clearly studied. In the introduction to the lectures Savile gives his views on why students should study mathematics. The study of mathematics, argues Savile, turns a student into an educated, civilised human being. As an example he quotes the classical story of Aristippus who, on being shipwrecked on Rhodes, realised that the inhabitants were civilised when he saw a mathematical figure drawn in the sand. It is worth noting, however, that twenty years later, when Savile was trying to make sure his subject received proper funding, he argued for mathematics because of its practical uses.

It is interesting to read Savile's comments in these lectures on why he felt that mathematics at that time was not flourishing. Students did not understand the importance of the subject, Savile wrote, there were no teachers to explain the difficult points, the texts written by the leading mathematicians of the day were not studied, and no overall approach to the teaching of mathematics had been formulated. Of course, as we shall see below, fifty years later Savile tried to rectify these shortcomings by setting up two chairs at the University of Oxford.

In 1578 Savile set out on a major European tour. First he visited France, and he also visited Wrocław and Rome and, in addition, many other places on his travels between these cities. He met and exchanged ideas with the leading European mathematicians of the time. On his return to Oxford in 1582 he became a Greek tutor to Queen Elizabeth. In 1585 he became Warden of Merton and, in addition, he became Provost of Eton in 1596 [4]:-
He continued to hold the Wardenship of Merton while residing at Eton, and governed both with uncompromising strictness, not to say arrogance; this, and his constant absence from Merton, made him rather unpopular amongst the Fellows.
In 1592 Queen Elizabeth I visited the University of Oxford and Savile was much occupied in making sure that the University impressed her so that it would continue to receive financial support. In fact, as well as giving a speech of welcome, he summed up a debate which Queen Elizabeth attended. In his summing up he defended the usefulness of mathematics saying that it has important applications to setting the calendar (quoting Plato as his authority), and was vital in military affairs (this time using the example of Archimedes to make his point).

However Savile is most famous for founding two chairs at Oxford in 1619. Savile said that he established the Chairs to remedy the fact that:-
... geometry is almost totally unknown and abandoned in England.
In his life of Savile Aubrey says:-
Bishop Ward, of Salisbury, has told me that he first sent for Mr Gunter, from London, (being of Oxford University) to have been his professor of Geometry: so he came and brought with him his sector and quadrant, and fell to resolving of triangles and doing a great many fine things. Said the grave knight, 'Do you call this reading of Geometry? This is showing of tricks, man!' and so dismissed him with scorn, and sent for Briggs from Cambridge.
Savile gave the first geometry lecture himself to a large number of students with the first holders of the chairs in his audience, and again we shall spend a moment looking at its contents. This lecture was designed to be an introduction to the first book of Euclid's Elements. It digressed into other areas, however, such as how mathematics should be taught. It also contained what Savile saw as his own contributions to the subject, the most important of which he considered was his demonstration that Euclid, the author of the Elements, was distinct from Euclid of Megara. This indeed is an important contribution to the history of mathematics.

The Savilian chair of Geometry was first occupied by Briggs and Savile ended his lecture with the words (see for example [4]):-
I hand on the lamp to my successor, a most learned man, who will lead you to the innermost mysteries of geometry.
Many famous mathematicians have held this chair; you can see the list of those who have occupied the THIS LINK. The second chair was the Savilian Chair of Astronomy, first occupied by John Bainbridge. One of the most famous people to be appointed to this chair was Christopher Wren in 1661. A list of the occupants of this chair is also at THIS LINK.

Savile did not found these chairs so that those appointed could follow their own ideas. Far from it. He laid down very precise conditions on how the subjects were to be taught and required the professors to undertake research in their disciplines. The professor of geometry was required to teach the whole of Euclid's Elements, Apollonius's Conics and the complete works of Archimedes having first provided all the necessary mathematical background for an understanding of the texts. His course notes had to be deposited in the University Library. He was also required to show the practical applications of mathematics, teach arithmetic, mechanics and the theory of music. Perhaps more unusual, especially to those thinking in terms of mathematics taught in universities today, was the requirement that field work was to be undertaken in the country when the weather allowed such activities, and the students would there study practical geometry.

The professor of astronomy had to meet similar requirements, but in this case the text was to be Ptolemy's Almagest but full details of the newer theories had also to be presented such as those of Jabir ibn Aflah in his Correction of the Almagest and Copernicus's heliocentric point of view. Other requirements for the astronomy professor was to teach spherics, calculation with sexagesimal numbers, optics, geography and navigation. Although this sounds a very classical course, this was not the attitude that Savile took. In fact he required the professor of astronomy to carry out research and, although this may not sound unusual by today's standards, at that time many professors did no more than teach. The professor had to make his own instruments and carry out his own observations with them which, like the lecture notes, had to be deposited in the library. These conditions were given to ensure that astronomy was be a subject that would develop and not be simply that fixed by the classical writers. One final, but very strongly put, condition was that the teaching of astrology in any shape or form was banned.

Aubrey [1] described Savile's appearance with these words:-
He was an extraordinarily handsome man; no lady had a finer complexion.
Outside the area of mathematics Savile is best known for his contributions to the preparation of the King James Version of the Bible.

References (show)

  1. O L Dick (ed.), Aubrey's Brief Lives (London, 1962), 328.
  2. R Goulding, Henry Savile and the Tychonic world system, J. Warburg and Courtauld Institutes 58 (1995), 152-179.
  3. Sir Henry Savile, Dictionary of National Biography L (London, 1897), 367-370. See THIS LINK.
  4. Henry Savile, in J Fauvel, R Flodd and R Wilson (eds.), Oxford figures : 800 years of the mathematical sciences (Oxford, 2000), 51-56.

Additional Resources (show)

Honours (show)

Honours awarded to Henry Savile

  1. Biography in Aubrey's Brief Lives

Cross-references (show)

Written by J J O'Connor and E F Robertson
Last Update January 2000