His best known book, the Atlas of Finite Groups (1985), was co-authored by Norton, Robert Curtis, Richard Parker and Robert Wilson. It’s really a painful exit. A decade ago, John worked with the editor Peter Renz on updated versions of some of Gardner’s books of collected columns, again contributing fresh results of significance, including a new proof of Morley’s theorem about triangles. John was elected FRS, a fellow of the Royal Society, in 1981 – following which he told people he was now officially a Filthy Rotten Swine – and was the first recipient of the London Mathematical Society’s Pólya prize in 1987. In a 2014 video for the online channel Numberphile, John discussed getting over his feelings of inadequacy in his 20s, facing mortality in his 70s, and his lingering mathematical wish to really understand why the extraordinarily large Monster Group exists. It is an “organic life” simulation carried out on a square grid of cells, each of which is alive or dead according to how many living neighbours it has. John left his mark on the groundbreaking book series The Art of Computer Programming. In 1987 he took up the position of John von Neumann professor of applied and computational mathematics at Princeton University, New Jersey. Born in Liverpool, John was the son of Agnes (née Boyce) and Cyril Horton Conway, a chemistry lab technician at the Liverpool Institute high school for boys. John Horton Conway, who was Emeritus Professor at Princeton University, New Jersey was a mathematician with many and broad interests. He attributed his success in so many different arenas to his habit of always working simultaneously on several unrelated problems: he might be stuck on most of them but suddenly have an idea leading to a breakthrough on another one. The operator of Conway's nursing home in New Brunswick, New Jersey confirmed it had cases of coronavirus on its website. Around 1976, he helped Roger Penrose refine the analysis of what we now know as Penrose tiles, and he came up with the catchy terms kite and dart for the two basic shapes from which they are made. One of Conway's most famous creations was the cellular automaton known as Conway's Game of Life. Conway had been at the facility, Parker at Landing Lane, since July 2019, his wife, Diana Conway, told CNN. John Horton Conway with the Atlas of Finite Groups (1985), co-authored by Simon Norton, Robert Curtis, Richard Parker and Robert Wilson. “He had a way of refining things to their purest forms.”. He retired in 2013, when he became emeritus professor at Princeton. His first two marriages, to Eileen Howe and Larissa Queen, ended in divorce. This group has 808,017,424,794,512,875,886,459,904,961,710,757,005,754,368,000,000,000 symmetries in it. This led to a joint book, Winning Ways for Your Mathematical Plays (1982). A Google search for "Conway's Game of Life" prompts the search engine to automatically start playing the game. While John’s approach was done with pen and paper, the game was a catalyst for computer programmers in the 70s and is now viewed as a watershed development in the field of cellular automata. Another of John’s former students, Richard Borcherds, got a Fields medal (one of the two highest honours in mathematics) in 1998 for his successful proof of the conjecture. "He just cared about the person.". Two days later, Randall created this memorial comic. John, together with Elwyn Berlekamp and Richard Guy, is credited with co-founding the field of combinatorial game theory. It all felt quite trivial. He was active in many branches of mathematics, including group theory, coding theory, knot theory, geometry, number theory and quadratic forms, as well as in recreational mathematics. Although he thought it one of his lesser accomplishments, John is best known for his late 1960s invention of the Game of Life.
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