Patrick Brendan Kennedy
Patrick Brendan Kennedy | |
---|---|
Nottingham, England | |
Parents |
|
Notes | |
Image used with permission of the ICU, found in: https://icu.ie/articles/50 |
Patrick Brendan Kennedy (20 July 1929 in Clarecastle, County Clare, Ireland - 8 June 1966 in Nottingham, England) was an Irish chess champion, and an academic in Mathematics, notable for his work in complex analysis.
Early life, family, and personal life
Kennedy was the third child of Pat Kennedy and Kit O'Sullivan, his father, a master
Whilst at the North Monastery School, Kennedy won the Honan Scholarship to University College Cork, where in 1949 was awarded his Bachelor's degree in Mathematics and Mathematical Physics.[1][2] In the same year, Kennedy also took part in the Irish Chess Championship, and won 7 games out of 7, becoming the Irish chess Champion, he has been the only Irish Chess champion to win in such a way.[3] After this, Kennedy was described as having a falling off in the quality of his play, and lost his title at the 1950 Championship.[3]
In 1951, Kennedy completed his
Kennedy's first paper was published in 1953, titled On a conjecture of Heins, which concerned a conjecture of Heins on
He married Pamela Fishwick in March 1954, and had three children, David Patrick Kennedy, Anne Deirdre Kennedy, and Jane C Deborah Kennedy.[1]
Since Kennedy lived in Wales at the time, he had wanted to avoid national service for the English, and so took a lecturer position at University College Cork in 1954, his objectives were to modernise courses and raise standards, and his research output increased.[1][2] Hayman characterises Kennedy's attitude to academic politics as "black and white", and Kennedy wasn't afraid to work hard both in his research and on committee to achieve productive outcomes.[1]
In 1956, he was appointed
Kennedy took his life in 1966 on the night of 8 June, the coroner explained it was a combination of a
List of academic works
Hayman, a prominent British Mathematician and colleague of Kennedy, describes Kennedy's work as "extremely successful in all three fields in which he wrote.[1] Kennedy collaborated with several of his peers in his papers, and was capable of constructing examples to his own and others results that were "simple although far from obvious".[1] Kennedy's work can be broken into three fields:[1]
Theory of functions of a complex variable
- "On a conjecture of Heins".[5]
- "Conformal mapping of bounded domains".[7]
- "A class of integral functions bounded on certain curves".[8]
- With W. K. Hayman, "On the growth of multivalent functions ".[9]
- "On a theorem of Hayman concerning quasibounded functions ".[10]
- "A property of bounded regular functions ".[11]
- "A problem on bounded analytic functions ".[12]
- "On the derivative of a function of bounded characteristic".[13]
- With J. B. Twomey, "Some properties of bounded univalent functions and related classes of functions".[14]
Fourier series
- "Fourier series with gaps".[15]
- "Fourier series with gaps. II".[16]
- "Remark on a theorem of Zygmund".[17]
- "On the coefficients in certain Fourier series".[18]
- "A remark on continuity conditions".[19]
- "Note on Fourier series with Hadamard gaps".[20]
Tauberian theorems
- "Integrability theorems for power series".[21]
- " A note on uniformly distributed sequences ".[22]
- "General integrability theorems for power series".[23]
- With P. Sziisz, " On a bounded increasing power series".[24]
- "On a theorem of Sziisz".[25]
References
- ^ .
- ^ a b c d e f g "Paddy Kennedy - Biography". Maths History. Retrieved 28 June 2022.
- ^ a b "Paddy Kennedy". www.icu.ie. Retrieved 28 June 2022.
- ISSN 0791-5578.
- ^ .
- ^ "Man took own life". Nottingham Evening Post. 15 June 1966. p. 9. Retrieved 29 June 2022.
- ISSN 0024-6107.
- ISSN 0024-6115.
- ISSN 0024-6107.
- S2CID 125004559.
- ISSN 0791-5578.
- S2CID 120308932.
- ISSN 0033-5606.
- ISSN 0002-9947.
- ISSN 0033-5606.
- ISSN 0033-5606.
- ISSN 0024-6107.
- ISSN 0024-6107.
- ISSN 0002-9939.
- ISSN 0024-6107.
- ISSN 0033-5606.
- ISSN 0033-5606.
- ISSN 0024-6107.
- ISSN 0002-9939.
- S2CID 122558009.