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The most prolific mathematician of all time, publishing close to books. When he went blind in his late 50s his productivity in many areas increased.
He later took an interest in Latin squares — grids where each row and column contains each member of a set of numbers or objects once. Without this work, we might not have had sudoku.
Known as the prince of mathematicians, Gauss made significant contributions to most fields of 19th century mathematics. An obsessive perfectionist, he didn't publish much of his work, preferring to rework and improve theorems first.
His revolutionary discovery of non-Euclidean space that it is mathematically consistent that parallel lines may diverge was found in his notes after his death.
During his analysis of astronomical data, he realised that measurement error produced a bell curve — and that shape is now known as a Gaussian distribution.
Of all the great mathematicians, Cantor most perfectly fulfils the Hollywood stereotype that a genius for maths and mental illness are somehow inextricable.
Cantor's most brilliant insight was to develop a way to talk about mathematical infinity. His set theory lead to the counter-intuitive discovery that some infinities were larger than others.
The result was mind-blowing. Unfortunately he suffered mental breakdowns and was frequently hospitalised. He also became fixated on proving that the works of Shakespeare were in fact written by Francis Bacon.
Erdös lived a nomadic, possession-less life, moving from university to university, from colleague's spare room to conference hotel.
He rarely published alone, preferring to collaborate — writing about 1, papers, with collaborators, making him the second-most prolific mathematician after Euler.
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