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Titchmarsh Edward: more detail

The Theory of Functions by Edward C. Titchmarsh, 1976-05-13
The Theory of the Riemann Zeta-Function by Edward C. Titchmarsh, 1951
Mathematics for the General Reader by E. C. (Edward Charles) Titchmarsh, 1959
Report on the papers of Professor Edward Charles Titchmarsh, FRS (1899-1963) by Jeannine Alton, 1976
Theory of Functions by Edward Charles Titchmarsh, 1939
The zeta-function of Riemann (Cambridge tracts in mathematics and mathematical physics;no.26) by Edward Charles Titchmarsh, 1964
Eigenfunction expansions associated with second-order differential equations by Edward Charles Titchmarsh, 1962
The theory of the Riemann-Zeta function by Edward Charles Titchmarsh, 1951
People From Ilkley: Alan Titchmarsh, Donald Wade, Baron Wade, Georgie Henley, Thomas Harold Broadbent Maufe, Edward Maufe, Anthony Earnshaw

lists with details

Quotations By Titchmarsh
Quotations by edward Charles titchmarsh. Perhaps the most surprisingthing about mathematics is that it is so surprising. The rules
http://intranet.woodvillehs.sa.edu.au/pages/resources/maths/History/~DZ23A7.htm

Extractions: Perhaps the most surprising thing about mathematics is that it is so surprising. The rules which we make up at the beginning seem ordinary and inevitable, but it is impossible to foresee their consequences. These have only been found out by long study, extending over many centuries. Much of our knowledge is due to a comparatively few great mathematicians such as Newton, Euler, Gauss, or Riemann; few careers can have been more satisfying than theirs. They have contributed something to human thought even more lasting than great literature, since it is independent of language. N Rose Mathematical Maxims and Minims (Raleigh N C 1988). I met a man once who told me that far from believing in the square root of minus one, he didn't believe in minus one. This is at any rate a consistent attitude. There are certainly people who regard 2 as something perfectly obvious but jib at -1. This is because they think they can visualise the former as something in physical space but not the latter. Actually
Browse The Turing Digital Archive
John (Johann) von; Newman, Maxwell Herman Alexander; Routledge, Norman; Scholz,Heinrich; Skewes, S.; Strachey, Christopher; titchmarsh, edward Charles; Wadd.
http://www.turingarchive.org/browse.php/D/5

Extractions: ALS TLS and 2 TPCS to AMT from colleagues and friends. 1935-52. Mainly on mathematical problems. In cases where a link can be established with a published paper, a reference is given in brackets to the bibliography in the Royal Society memoir (catalogued as A/36 ). The material is arranged alphabetically. Comprises:- TLS , Paul Bernays. 24 Sept. 1937 (regarding R.S. ALS , Rupert Crawshay-Williams. 19 Apr. 1951 (regarding R.S. TLS , Sir Charles Darwin. 11 Nov.1947 (regarding paper by AMT on Intelligent Machinery, published in Machine Intelligence ALS , G.H. Hardy. [?late 1930s] ALS , Albert Edward Ingham. 1 June 1937 - 2 Jan. 1951 ALS and 1 TLS , John von Neumann. 13 Sept. 1949 and 5 Dec. [? 1951] (regarding R.S. MS notes, Maxwell Herman Alexander Newman. Jan. 1935. (regarding Fellowship Dissertation and R.S. ALS , Norman [Routledge]. [? 1952] TPCS , Heinrich Scholz. 11 Feb. and 15 Mar. 1937. (regarding R.S. ALS , S. Skewes. 9 Dec. 1937 TLS , Christopher Strachey. 15 May 1951 (regarding broadcast talk
Index Of The Turing Digital Archive
Elektromagnetische, B/33; Thom, René, A/22; Thompson, RS, A/30; titchmarsh,edward Charles, D/5; Tóth, L. Fejes, C/25; Treatise on
http://www.turingarchive.org/index/

Extractions: If you can't find what you want in this index, try searching for some key words or phrases or try browsing by category. A diffusion reaction theory of morphogenesis in plants, C/7 A formal theorem in Churchs theory of types, B/29 A method for the calculation of the zeta-function, B/17 A new mechanism which slows simple conditioning, B/34 A note on normal numbers., C/15 A practical form of type theory I, B/3 A practical form of type theory II, C/6 A.M. Turing Award, A/24 A.M. Turings Original Proposal for the Development of an Electronic Computer, B/25 Abraham, M., B/33 ACE (Automatic Computing Engine), B/1 B/2 C/32 Alan Turing : the Enigma, A/38 A/40 D/11 D/12 ... D/13 Alexander, C. Hugh, A/17 Almost periodic functions, B/10 D/11 An electrical hypothesis of central inhibition ..., B/48 Andrews, A.J.P., A/15 Another proof, C/23 Ashby, W. Ross, B/34 Association of Computing Machinery, A/24 Bachman, Charles W., A/24 Ball, W.W. Rouse, B/35 Bates, John A.V., A/5 Baum, Rudy M., A/40 Bayley, Don, A/5 BBC, B/5 B/6 Bemerkungen zu den Grundlagen der Geometrie
Fourier Transforms -- From Eric Weisstein's Encyclopedia Of Scientific Books
224 p. $64.95. titchmarsh, edward Charles. Introduction to the Theory of FourierIntegrals, 2nd ed. Oxford, England The Clarendon Press, 1948. 394 p. $?.
http://www.ericweisstein.com/encyclopedias/books/FourierTransforms.html

Extractions: see also Fourier Series Fourier Transform Harmonic Function Integral Transforms ... Laplace Transforms Ash, J.M. (Ed.) Studies in Harmonic Analysis. Washington, DC: Math. Assoc. Amer., 1976. 319 p. $?. Axler, Sheldon; Pourdon, Paul; and Ramey, Wade. Harmonic Function Theory. New York: Springer-Verlag, 1992. $39.95. Bachman, George; Narici, Lawrence; and Beckenstein, Edward. Fourier and Wavelet Analysis. New York: Springer-Verlag, 2000. 505 p. $?. Benedetto, John J. Harmonic Analysis and Applications. Boca Rato, FL: CRC Press, 1996. 400 p. $74.95. Blackman, Ralph Beebe and Tukey, John Wilder. The Measurement of Power Spectra, From the Point of View of Communications Engineering. New York: Dover, 1959. 190 p. Out of print. $?. Bochner, Salomon. Lectures on Fourier Integrals. Princeton, NJ: Princeton University Press, 1959. 333 p. Bochner, Salomon and Chandrasekharan, Komaravolu. Fourier Transforms. Princeton, NJ: Princeton University Press, 1949. 219 p. Bracewell, Ron. The Fourier Transform and Its Applications.
Portraits De Personnages Celebres : TIT
titchmarsh (edward Charles)(1899-1963) Photo 1 (jeune)/2(jeune)/3/4; TITIEN (Tiziano VECELLIO, dit le)(1488/89-1576
http://www.onlipix.com/personnages/tit.htm
Basic Library List-Analysis
Fourth Edition. * titchmarsh, edward C. Introduction to the Theory ofFourier Integrals London Oxford University Press, 1948. Widder
http://www.maa.org/BLL/ANALYSIS.htm

Extractions: Back to Table of Contents Barnier, William and Feldman, Norman. Introduction to Advanced Mathematics Englewood Cliffs, NJ: Prentice Hall, 1990. Bittinger, Marvin L. Logic, Proof, and Sets, Reading, MA: Addison-Wesley, 1982. Second Edition. Feferman, Solomon. The Number Systems: Foundations of Algebra and Analysis, New York, NY: Chelsea, 1989. Second Edition. * Fendel, Daniel and Resek, Diane. Foundations of Higher Mathematics: Exploration and Proof Reading, MA: Addison-Wesley, 1990. * Gardiner, A. Infinite Processes: Background to Analysis New York, NY: Springer-Verlag, 1982. Gleason, Andrew M. Fundamentals of Abstract Analysis Boston, MA: Jones and Bartlett, 1991. ** Landau, Edmund G.H. The Foundations of Analysis, New York, NY: Chelsea, 1951, 1966. Third Edition. Lightstone, A.H. Symbolic Logic and the Real Number System: An Introduction to the Foundations of Number Systems New York, NY: Harper and Row, 1965. Lucas, John F. Introduction to Abstract Mathematics, New York, NY: Ardsley House, 1990. Second Edition.
Basic Library List-Differential Equations
titchmarsh, edward C. Eigenfunction Expansions Associated with SecondOrderDifferential Equations New York, NY Clarendon Press, 1962.
http://www.maa.org/BLL/DIFFERENTIAL.htm

Extractions: Back to Table of Contents *** Boyce, William E. and DiPrima, Richard C. Elementary Differential Equations and Boundary Value Problems, New York, NY: John Wiley, 1969, 1992. Fifth Edition. * Braun, Martin. Differential Equations and Their Applications: An Introduction to Applied Mathematics, New York, NY: Springer-Verlag, 1975, 1983. Third Edition. Burghes, David N. and Borrie, M.S. Modelling with Differential Equations New York, NY: Halsted Press, 1981. * Coddington, Earl A. An Introduction to Ordinary Differential Equations Mineola, NY: Dover, 1989. ** Edwards, C.H., Jr. and Penney, David E. Elementary Differential Equations with Applications, Englewood Cliffs, NJ: Prentice Hall, 1985, 1989. Second Edition. Hochstadt, Harry. Differential Equations Mineola, NY: Dover, 1975. ** Hubbard, John H. and West, Beverly H. Differential Equations: A Dynamical Systems Approach, New York, NY: Springer-Verlag, 1991. Miller, Richard K. Ordinary Differential Equations New York, NY: Academic Press, 1982.
Books: Search
keyword or item . We found no matches for edward Charles Titchmar. Below are results for edward charles titchmarsh. Books. Sort by
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Descandents Of Richard Rippin - Name Index - Generated By Personal Ancestral Fil
England Betty Sylvia b.1942 Kettering, NTH, ENG Daniell b.1748 - titchmarsh,Northants, England Dorothy - edward b.1756 - titchmarsh, Northants, England
http://www.rypin.freeserve.co.uk/ancesters/desc' rich'd rippin/index3.htm
Descandents Of Richard Rippin - Pafg02.htm - Generated By Personal Ancestral Fil
26, M, iii, edward Rippin was born 1756/1757 in titchmarsh, Northants, England.27, F, iv, Mary Rippin was born 1760 in titchmarsh, Northants, England.
http://www.rypin.freeserve.co.uk/ancesters/desc' rich'd rippin/pafg02.htm

Extractions: Descendants of Richard Rippin of Titchmarsh Second Generation Joha'n Rippin Richardus ) was born 1705 in Titchmarsh, Northants, England. He died about Feb 1787 in Thrapston, Northants, England and was buried 11 Feb 1787 in Thrapston, Northants, England. The Will of John Rippin Late of Thrapston, Husbandman; Proved 19th March1787:- Joha'n married Mary They had the following children: M i John Rippin was born 19 Mar 1747/1748 in Thrapston, NTH, ENG. He died about Sep 1801 in Hartford, HUN, ENG and was buried 4 Oct 1801 in Thrapston, NTH, ENG. F ii Susannah Rippin was born about 1749 in Thrapston, NTH, ENG. She died Aug 1810 in Thrapston, NTH, ENG and was buried 27 Aug 1810 in Thrapston, NTH, ENG. F iii Mary Rippin was born about 1750 in Thrapston, Northants, England. Mary married Thomas Spencer on 23 Apr 1778 in Thrapston, Northants, England. M iv John Rippin was born about 1752 in Thrapston, Northants, England. John married Dorothy Rippin M v Richard Rippin was born about 1754 in Thrapston, Northants, England. M vi William Rippin was born about 1754. He died
Oxford University Press
titchmarsh, edward. The Theory of Functions £37.50; The Theory of theRiemann ZetaFunction £47.50 CI 11. MA3358. 22 de Fevereiro de 2003.
http://alunos.cc.fc.ul.pt/~l22402/_oup.co.uk.htm
January 18 - Today In Science History
edward Charles titchmarsh. His work on this topic occupied him for the last25 years of his life. Theory of Functions by edward Charles titchmarsh.
http://www.todayinsci.com/1/1_18.htm

Extractions: Physicist, engineer , and inventor of the Dolby Noise Reduction Systems. Dolby is famous for innovations ranging from the high-quality cassettes we use in our car stereos to the latest digital surround sound in movie theaters. As a high school student he went to work part time for Ampex Corporation. While still in college, he joined the small team of Ampex engineers dedicated to inventing the world's first practical video tape recorder, the Ampex VTR (1956). Dolby founded his own company, Dolby Laboratories, in 1965. His first development was Dolby A-type noise reduction, an audio compression and expansion which dramatically reduced background hiss in professional tape recording with no discernible side-effects. Belding H. Scribner Dr. Belding Hibbard Scribner was an American physician who invented the Scribner shunt, making long-term kidney dialysis possible. The dialysis machine, which filters the blood of kidney disease patients, as originally developed by Dr. Willem J. Kolff, used glass tubes that were inserted into veins and arteries. These were painful and could not be used indefinitely because of progressive damage to the blood vessels. Scribner's key contribution (1960) was the shunt , a device implanted in a patient that allowed doctors to tap into their blood vessels and keep them on dialysis indefinitely. Scribner also led a team that developed the "artificial gut," a method using a catheter to provide nourishment to patients who have lost their stomachs and intestines.
April 11 - Today In Science History
edward Charles titchmarsh. (source), Born 11 Apr 1899; died 18 Jan 1963. Theoryof Functions by edward Charles titchmarsh. Percy L. Julian.
http://www.todayinsci.com/4/4_11.htm

Extractions: English aviation engineer and pilot who was a pioneer in the field of jet propulsion, which he used to develop aircraft that could fly at faster speeds and higher altitudes than piston-engine propeller airplanes of the 1920s. While he was at Cranwell, still only 21 years of age, Whittle began to consider the possibilities of jet propulsion as applied to aircraft. By 1930, he had designed and patented a jet aircraft engine. After 11 years, Whittle's engine, tested and modified, successfully powered a Gloster-Whittle E.28/39 , on a historic 17-min flight on 15 May 1941. Design work continued, and by the end of WW II, the Gloster Meteor became the RAF's first jet fighter that would fly 200-mph faster than the RAF's Spitfires and Hurricanes. Donald H(oward) Menzel was an American astronomer best known for his arguments against the existance of extraterrestrial UFO's. Menzel was one of the first practitioners of theoretical astrophysics in the United States and pioneered the application of quantum mechanics to astronomical spectroscopy. An authority on the sun's chromosphere, he discovered with J. C. Boyce (1933) that the sun's corona contains oxygen. With W. W. Salisbury he made (1941) the first of the calculations that led to radio contact with the moon in 1946. He supervised the assignment of names to newly discovered lunar features.
1 Quotes On The Constant P
p 7). edward Charles titchmarsh (18991963). It can to notice (also in 5). edward Charles titchmarsh (1899-1963). There are
http://numbers.computation.free.fr/Constants/Miscellaneous/quotes.html

Extractions: Quotes Constants and computations have inspired many authors. Here is a list of a few quotes. And he made a molten sea, ten cubits from the one brim to the other; it was round all about ... and a line of thirty cubits did compass it round about. Praise to Allah who knows the ratio of the diameter to the circumference ... and peace to Muhammad, the Chosen, the center of the circle of prophets. ( In his Treatise on the circumference of the Circle, ]. At the same time, he also computed p to an impressive 16 decimal places) I am ashamed to tell you to how many figures I carried these calculations, having no other business at the time. (about a computation of p This mysterious 3.141592..., which comes in at every door and window, and down every chimney. It is easier to square the circle than to get round a mathematician Whether any other Mathematician will appear, possessing sufficient leisure, patience, and facility of computation, to calculate the value of p to a still greater extent, remains to be seen: all that the Author can say is, he takes leave of the subject for the present ...
Liverpool Ancestors Uncover Your Roots
Tinsley, Annie, Tinsley, edward, Tinsley, Mary Ann, Grimes/Gallagher. Tinsley,William, Walker. Tisdale, John Clarke, titchmarsh, Ann Jane, titchmarsh, HerbertGeorge,
http://liverpool-ancestors.co.uk/t.htm

Extractions: Liverpool Ancestors uncover your roots Looking for burials In Liverpool, especially Anfield Cemetery? Family History Research, looking for family in Liverpool? Over names transcribed from memorials in Anfield Cemetery, Liverpool. Check in the Alphabetical index below for your Ancestor/s name/s. New names added daily Please wait for the page to download and then the indexed names will be under this header.Thanks INDEX page A B C ... W X Y Z I have been informed that some e mails have not being received , please e mail again with any queries. Sincere apologies if you have had problems. Sheila enquiries@liverpool-ancestors.co.uk Read clips of e mails from others using my site Not found your Ancestor? Family name common- e.g., Smith , Jones, Williams? click here ... Found your Ancestor?- Want to see photo's? click here Surnames in Last Column are also mentioned on the Memorial Tagg William Edward Cockram/Tirant Taggart Danny Hughes Taggart John Saunderson/Edwards/Harding Taggart Mary Jane Saunderson/Edwards/Harding Taggart Mary J T Saunderson Saunderson/Edwards/Harding Taggart Olive Cain Taggart Stanley Cain TAIT click on name Talbot Edward Talbot John Edward McConnell next grave Talbot Margaret Talbot Robert Talbot Sarah Jane Tallentire Alice Tallentire Arnold Tallentire John Gill
Catálogo General De Autores
(1); titchmarsh, edward Charles,1899- (1); Titherington, D. (1); Titos , Antonio.
http://biblioteca.unet.edu.ve/ALEXANDR/CATALOGOS/bcunet/Cat.Aut_19.HTM
Elections BC - Electoral History Of British Columbia 1871-1986 Part One 23rd Gen
Kenyon, Harold Sidney, CCF, 3,433, 3,601, 4,668, titchmarsh, edward Arthur, PC, 1,401,, -, Skeena, Howard, Frank, CCF, 1,048, 1,189, 1,318, KENNEY, edward Tourtellotte,LIB.
http://www.elections.bc.ca/elections/electoral_history/23ge1952-5.html

Extractions: Results By Electoral District - All Counts (continued) North Vancouver Ennis, Mary Freda CDP Fletcher, John Howard IND. McArthur, Arthur Archibald PC McEwen, Thomas LPP SOWDEN, Martin Elliott LIB. Steeves, Dorothy Gretchen CCF Tomlinson, George Henry (Jr.) BCSCL Oak Bay Alexander, Cecil George BCSCL Anscomb, Herbert PC Bevis, Frederick James CCF GIBBS, Philip Archibald LIB. Omineca Ogston, George PC SHELFORD, Cyril Morley BCSCL Steele, Robert Cecil LIB. Taylor, Warden Randle CCF Peace River Braden, Glen Everton LIB. Dahlen, Arthur Roald CCF Henderson, Walter Clarence PC PARKER, Charles William BCSCL Prince Rupert Christie, Thomas Melbourne PC HILLS, George Edwin CCF McRae, John Duncan LIB. Murray, Arthur BCSCL Revelstoke Lundell, Arvid Waldemar PC Paynter, Peer Vernon BCSCL Rutherford, Andrew Craig LIB. SEGUR, Vincent CCF Rossland-Trail Johnson, Erling Olaf CCF SOMMERS, Robert Edward BCSCL Turnbull, Alexander Douglas LIB. Wright, Charles Alfred Holstead PC Saanich Ash, Arthur James Richard LIB.
Elections BC - Electoral History Of British Columbia 1871-1986 Part One 23rd Gen
50.23. Counts 3, Kenyon, Harold Sidney, CCF. 3,433. 32.02. 4,668.49.77. titchmarsh, edward Arthur, PC. 1,401. 13.07. . -. TOTAL, 10,723.9,380.
http://www.elections.bc.ca/elections/electoral_history/23ge1952-3.html

Extractions: COUNT Saanich Ash, Arthur James Richard LIB. Rej. 657 Beyerstein, Archie Frederick BCSCL Counts 3 Holms, Cecil James Hamilton PC SNOWSELL, Frank CCF TOTAL Salmon Arm Carmichael, John James LIB. Rej. 164 REID, James Allan BCSCL Counts 3 Ritchie, Arthur Brown PC Thompson, William John CCF TOTAL Similkameen Finnerty, Maurice Patrick LIB. Rej. 296 FRANCIS, Harry Denyer BCSCL Counts 3 Kenyon, Harold Sidney CCF Titchmarsh, Edward Arthur PC TOTAL Skeena Howard, Frank CCF Rej. 147 KENNEY, Edward Tourtellotte LIB. Counts 3 Leach, Herbert Wallace PC McAmmond, Kenneth Orville BCSCL TOTAL South Okanagan BENNETT, William Andrew Cecil BCSCL Rej. 543 Bull, Cecil Robert LIB. Counts 1 Hughes-Games, William Bower PC Wilkinson, Thomas CCF TOTAL Vancouver-Burrard (2) Ballot A Rej. 1,598 Bjarnason, Emil Grover IND. Counts 5 Brown, Donald Cameron PC Forester, John Howard LIB. Macdonald, Alexander Barrett CCF MARTIN, Eric Charles Fitzgerald BCSCL Pedlar, George Frampton
1901 Census - Data Amendments
edward Thorp, Age 63, Surname, Sharp, Thorp. Eleanor Thorp, Age 21, Surname,Sharp, Thorp. Adelaide titchmarsh, Age 12, Surname, Litehmarsh, titchmarsh.
http://www.census.pro.gov.uk/help/cda111203t.html

Extractions: This list shows the amendments and corrections made to the Census data. Entries are shown in alphabetical order of the Name of the Person, Institution, Vessel or Place changed. Name (of Person, Institution, Vessel or Place) Where born or other details Changed field Old value New value Annie Tacy Age 8 Surname Lacy Tacy Benjamin Tacy Age 7 Surname Lacy Tacy Edward Tacy Age 1 Surname Lacy Tacy James Tacy Age 10 Surname Lacy Tacy Joseph Tacy Age 3 Surname Lacy Tacy Thomas Tacy Age 13 Surname Lacy Tacy Walter Tacy Age 12 Surname Lacy Tacy Elizabeth Taffe Age 7 Surname Jaffe Taffe Kate Taffe Age 35 Surname Jaffe Taffe Kate Taffe Age 2 Surname Jaffe Taffe Amelia Tagney Age 34 Surname Taqnay Tagney Anna Tainton Age 54 Surname Swinton Tainton Annie Tainton Age 19 Surname Swinton Tainton Robert Tainton Age 8 Surname Swinton Tainton Shinji Takahashi Age 40 Where born Migatesken Japan Niigataken Japan Annie Tame Age 4 Surname Fame Tame Beatrice Tame Age 2 Surname Fame Tame Charles Tame Age 36 Surname Fame Tame Edith Tame Age 8 Surname Fame Tame George Tame Age 36 Surname Fame Tame Lilly Tame Age 5 Surname Fame Tame Sarah Tame Age 36 Surname Fame Tame Alice Tandy Age 13 Surname Landy Tandy Arthur Tandy Age 9 Surname Landy Tandy Harry Tandy Age 4 Surname Landy Tandy John Tandy Age 11 Surname Landy Tandy Leslie Tandy Age 10M Surname Landy Tandy Lucy Tandy Age 37 Surname Landy Tandy Wilfrid Tandy Age 2 Surname Landy Tandy Florence Tangstram Age 36 Surname Tangeham Tangstram Frederick Tangstram Age 1 Surname Tangeham Tangstram George Tangstram Age 6 Surname Tangeham Tangstram John Tangstram Age 8 Surname Tangeham Tangstram
Mathematics At Balliol Modern
edward titchmarsh matriculated in 1917, and crowned a glitteringundergraduate career by winning the Senior Mathematical Prize.
http://users.ox.ac.uk/~kch/ballmath/modern.html

Extractions: Edward Titchmarsh matriculated in 1917, and crowned a glittering undergraduate career by winning the Senior Mathematical Prize. In 1931 he succeeded G.H. Hardy as Savilian Professor of Geometry. Titchmarsh is best known for his work in analysis, particularly his books on Fourier integrals The Theory of functions The Riemann Zeta function , and the two-volume Eigenfunction expansions . In this last mentioned treatise he expounded his mathematically rigorous treatment of several quantum mechanical sytems. For example, it was Titchmarsh who first proved that the spectrum of a hydrogen atom in a uniform electric field is continuous. Further information about Titchmarsh After leaving at Balliol, Bosanquet moved to London where he became in succession, a Reader and then a Professor. He worked mainly on analysis, making important contributions to integration theory, harmonic analysis, Tauberian theorems, inequalities, and convexity theory. Further information about Bosanquet After graduating from Balliol Alexander Oppenheim worked first with G.H. Hardy in Oxford, and then with Dickson in Chicago. Oppenheim's conjectures stimulated enormous interest over more than half a century, and were eventually settled by Gel'fand. They had further strong influence on the work of Gregory Margulis for which he received the Fields Medal in 1978. After lecturing at Edinburgh, Oppenheim became Professor of Mathematics at Raffles College, Singapore, where he was taking prisoner by the advancing Japanese army in 1942. He taught and gave chess displays in the prison camps in Thailand, and attributed his survival to his ability to immerse himself in mathematics. After the war, and he held chairs successively at the Universities of Malaysia, Reading, Ghana and Benin.

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