- 1891-2004 (predominant 1930-2003) (Creation)
Level of description
Extent and medium
4.49 m of textual and graphic records; artifacts (38 boxes)
Name of creator
Harold Scott MacDonald Coxeter, known as Donald, was born on February 9 1907 in Kensington England to parents Harold Coxeter and Lucy Gee. At an early age, he demonstrated a high level of ability in both music and math. His father, realizing his son’s gifts, sought out the advice of the famous philosopher Bertrand Russell who introduced young Donald to mathematician E.H. Neville. At the advice of Neville, Coxeter left boarding school at the age of 15 and was tutored only in Math and German. He entered Cambridge in 1926 on scholarship and received his B.A. in 1929. He continued to study for his doctorate under Britain’s leading figure in geometry H.F. Baker and was awarded a Ph.D. in 1931. As a Fellow, he continued his research at Cambridge and for two years was a research visitor at Princeton working under Oswald Veblen. In 1936, Coxeter married Rien Brouwer of Holland and they set off together to Toronto where Coxeter accepted an appointment to the mathematical department at the University of Toronto. Toronto is where their life settled. They had two children Susan and Edgar.
Coxeter was considered a leading mathematician and the greatest geometer of the 20th century. His contributions of fundamental importance have been in the Theory of Polytopes, Non-Euclidean Geometry, Discrete Group and Combinational Theory. Specifically, he is best known among mathematicians for discovering how shapes will behave in higher dimensions – now known as Coxeter groups and Coxeter diagrams. His influence has reached beyond the mathematics world. Coxeter’s work in non-euclidean geometry inspired the “Circle Limits I-IV” by the famous Dutch artist M.C. Escher with whom he shared a life-long friendship. Another strand of his thinking influenced theoretical physics in the area of relativistic quantum field theory. Coxeter numbers and diagrams are used in the study of elementary particle physics. Nobel winning chemists who discovered the Carbon 60 molecule were influenced by Coxeter’s work on iconsahedral symmetries.
Over his expansive career, Coxeter published 12 books – at least four of them classics including Introduction to Geometry which first appeared in 1961 and has since seen many editions and has been translated into six languages. He also published over 200 articles and at various times acted as reviewer and referee. He was editor of the Canadian Journal of Mathematics for nearly a decade from 1948 to 1957. He served as president of the Canadian Mathematical Congress (1962-63), Vice-President of the American Mathematical Society, (1968) and president of the International Congress of Mathematicians, (1974). Coxeter was awarded numerous honorary degrees, was a fellow of the Royal Society of London (1950) and of the Royal Society of Canada (1947). In 1997 he was made a Companion of the Order of Canada.
While Coxeter officially retired from the Department of Mathematics in 1980, as Professor Emeritus he continued his engagement with the mathematical world right up to his death. In July 2002 he gave an invited lecture at a conference in Budapest Hungary. H.S.M., “Donald”, Coxeter died in Toronto at the age of 96 on March 31 2003. He is survived by his two children Susan (Coxeter) Thomas and Edgar Coxeter and several grandchildren. A biography, entitled, The King of Infinite Space, Donald Coxeter and the Magical Omnipotence of Geometry is due to be published by Anansi in September 2006.
Immediate source of acquisition or transfer
Content and structure area
Scope and content
This fonds contains several series of records that document both Coxeter’s professional and personal life. Much of the professional correspondence in Series 2, as well as awards, tributes and obituaries found in Series 1 document his role as a mathematical mentor who influenced and inspired professional and amateur mathematicians alike. The bulk of the correspondence however mainly post dates his official retirement in 1980 and is therefore incomplete in documenting his extensive relationships with many mathematicians around the world throughout his lengthy career.
Four decades of correspondence, (1930s -1980), is not the only gap in the Coxeter fonds. Also missing is the voluminous amount of manuscripts for his articles and books along with research notes and drafts that would accompany such records. Nevertheless, what does exist of the professional correspondence, along with lectures in Series 5, course teaching notes in Series 7 and the few manuscripts and many geometrical drawings in Series 6, give researchers a window into his mathematical genius. There are also a full run of diaries, Series 4, that briefly record Coxeter’s day to day activities and thoughts.
Personal correspondence in Series 3, early family photographs in Series 9, early creative works in Series 10, diaries in Series 4 and Ph.D. records in Series 8 shed light onto various aspects of Coxeter’s life before arriving at the University of Toronto in 1936. These documents give researchers glimpses of his early childhood and upbringing, his early mastering of music, as well as, his research at Cambridge. His role as a father and husband as well as the relationships within the extended Coxeter family are best documented in a substantial part of the personal correspondence found in Series 3 as well in the daily diaries in Series 4.
The Coxeter fonds also includes some original items from other important mathematicians. There is a scrapbook of geometric drawings that belonged to fellow mathematician Alicia Boole Stott. This item dated 1899 makes up the entire Series 11. Also Coxeter acquired some of the papers belonging to 19th century British mathematician W.W. Rouse Ball presumably when he was producing further editions of one of Ball’s publications. This has been placed in Series 12.
Fonds also includes copies of Professor Coxeter's publications on mathematical problems that have been translated into other languages, and copies of Canadian and American counter-memorials and annexes to the International Court of Justice's "Delimitation of the Maritime Boundary in the Gulf of Maine Area, with covering correspondence (Coxeter was an adviser to the Canadian government).
Appraisal, destruction and scheduling
System of arrangement
Conditions of access and use area
Conditions governing access
Conditions governing reproduction
Language of material
Script of material
Language and script notes
Physical characteristics and technical requirements
See attached finding aid
Uploaded finding aid
Allied materials area
Existence and location of originals
Existence and location of copies
Related units of description
Subject access points
Place access points
Name access points
Description control area
Rules and/or conventions used
Dates of creation revision deletion
-Original finding aid by Marnee Gamble, 2005, revised 2007
-Added to AtoM (and integrated with 1986 accession) by Karen Suurtamm, April 2016