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  1. Ronald Lewis Graham (October 31, 1935 – July 6, 2020) [1] was an American mathematician credited by the American Mathematical Society as "one of the principal architects of the rapid development worldwide of discrete mathematics in recent years". [2]

  2. Conteúdo. ocultar. Início. Referências. Ver também. Ligações externas. Ronald Graham. Ronald Lewis Graham ( Taft, 31 de outubro de 1935 — San Diego, 6 de julho de 2020) [ 1] foi um matemático estadunidense . Graham foi também conhecido como malabarista. Recebeu o Prêmio Leroy P. Steele de 2003 da American Mathematical Society.

  3. 23 de jul. de 2020 · Ronald L. Graham, who gained renown with wide-ranging theorems in a field known as discrete mathematics that have found uses in diverse areas, ranging from making telephone and computer...

  4. 6 de jul. de 2020 · Quick Info. Born. 31 October 1935. Taft, California, USA. Died. 6 July 2020. La Jolla, California, USA. Summary. Ron Graham was an American mathematician who made important contributions to combinatorics. He collaborated extensively with Paul Erdős. View six larger pictures. Biography. Ronald Graham is known by all as Ron.

  5. 16 de jul. de 2020 · Graham was a professor of computer science and mathematics at UC San Diego, known for his discoveries in network complexity, Ramsey's Theory and Erdős number. He also performed juggling and magic tricks, and co-authored a book on \"Magical Mathematics\".

  6. Ronald Graham. Professor of Mathematics and Computer Science, UC San Diego. Verified email at ucsd.edu - Homepage. combinatorics graph theory number theory combinatorial geometry theoretical computer science. Title. Sort. Sort by citations Sort by year Sort by title. Cited by.

  7. Ron Graham, an eminent mathematician known for his wide-ranging contributions to many fields, passed away on July 6, 2020. He was the Irwin and Joan Jacobs Endowed Chair of Information and Computer Science at the University of California, San Diego (UCSD). Ron was born in Taft, Calif., in 1935 as the eldest of three children.