John Charles Burkill, 1 February 1900 - 6 April 1993

Author:

Pitt Harry Raymond

Abstract

John Charles Burkill, born on 1 February 1900, was the only child of Hugh Roberson Burkill (1867-1951) and Bertha ( née Bourne, 1866-1937). His father came from a family which had farmed in Lincolnshire for generations, whereas his mother came from a background of prosperous farming and building. On neither side was there a strong academic tradition, but Charles was soon to show evidence of intellectual distinction by winning a scholarship to St Paul’s school at the age of 14. There he profited fully from the excellent teaching that the school offered and which was reflected not only by his mathematical prowess, which led to a scholarship to Trinity College, Cambridge, in 1918, but also in his ability in classical studies in which he maintained a life-long interest. He was also a formidable chess player and had a mischievous sense of humour which he retained, albeit in a more restrained mode, in later life. A striking example of his grasp of the essence of a practical joke is recorded in the story that, as a boy on a visit to a house-proud aunt, he saw the comic potential of a trail of corn from the chicken run through the front door and upstairs to the bedrooms. On leaving school in 1918 he joined the Royal Engineers (RE), but was demobilized soon after being commissioned as second lieutenant. However, this early military training was of service in 1939 when he joined the Cambridge University OTC as a second lieutenant and came to command the RE unit with the rank of major. He went up to Trinity in 1919 and stayed on successively as scholar, research student and Smith’s Prizeman and fellow until 1924 when he was appointed at an unusually early age to the chair of pure mathematics at Liverpool.

Publisher

The Royal Society

Subject

General Medicine

Reference50 articles.

1. Papers

2. (1) 1923 Functions of intervals. Proc . Lond . math. Soc. 22 , 275 - 310 .

3. (2) The expression of area as an integral. Proc . Lond . math. Soc. 22 , 311 - 336 .

4. (3) The fundamental theorem of Denjoy integration. Proc . Camb . phil. Soc. 21 , 659 - 663 .

5. (4) 1924 The derivatives of functions of intervals. Fund. Math 5 , 321 - 327 .

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