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Wiles was interviewed for an episode of the BBC documentary series Horizon [27] about Fermat's Last Theorem. This was broadcast as an episode of the PBS science television series Nova with the title "The Proof". [10] His work and life are also described in great detail in Simon Singh's popular book Fermat's Last Theorem.
Until the 1980s Horizon, in common with all BBC documentaries, was shot on 16 mm film. [1] Only rare programmes had a specialist writer – in most cases the producer/director was also the writer. The first Horizon in colour was "Koestler on Creativity", produced by Robert Vas , was shown on 5 December 1967.
Horizon is a current and long-running BBC popular science and philosophy documentary programme. Series one was broadcast in 1964 and as of July 2020 it is in its 56th series. Over 1,250 episodes have been broadcast (including specials) with an average of 23 episodes per series during the 56-year run. 1964–1969 – 135 episodes
The documentary was originally transmitted in January 1996 as an edition of the BBC Horizon series. It was also aired in America as part of the NOVA series. The Proof, as it was re-titled, was nominated for an Emmy Award. The story of this celebrated mathematical problem was also the subject of Singh's first book, Fermat's Last Theorem.
Horizon - "Fermat's Last Theorem" John Lynch, Simon Singh: Cutting Edge - "The Home" Paul Watson: Elton John: Tantrums & Tiaras: Polly Steele, Claudia Rosencrantz, David Furnish: Timewatch - "Remember Aberfan" Catrine Clay 1998: True Stories: The Grave: Belinda Giles: Inside Story: Nazi Gold: Christopher Olgiati Network First: Out of the ...
Category for the BBC Horizon science documentary television series ... Horizon (BBC Series) Title Card in use since 2015.png ... This page was last edited on 7 ...
Wiles was interviewed for an episode of the BBC documentary series Horizon [12] that focused on Fermat's Last Theorem. The singer of Zimmers Hole, Chris Valagao Mina, provided backing vocals for several tracks on the album.
Fermat's Last Theorem, formulated in 1637, states that no three positive integers a, b, and c can satisfy the equation + = if n is an integer greater than two (n > 2).. Over time, this simple assertion became one of the most famous unproved claims in mathematics.