Jillian Beardwood (1934–2019) was a British mathematician known for the Beardwood-Halton-Hammersley Theorem. Published by the Cambridge Philosophical Society in a 1959 article entitled "The Shortest Path Through Many Points", the theorem provides a practical solution to the "travelling salesman problem". The authors derived an asymptotic formula to determine the length of the shortest route for a salesman who starts at a home or office and visits a fixed number of locations before returning to the start.
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| - Jillian Beardwood (de)
- Jillian Beardwood (en)
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| - Jillian Beardwood (* 1934 in Norwich, Norfolk, Vereinigtes Königreich; † 2019) war eine britische Mathematikerin. Sie ist bekannt für das Beardwood-Halton-Hammersley-Theorem, das 1959 von der Cambridge Philosophical Society in einem Artikel mit dem Titel The Shortest Path Through Many Points veröffentlicht wurde. (de)
- Jillian Beardwood (1934–2019) was a British mathematician known for the Beardwood-Halton-Hammersley Theorem. Published by the Cambridge Philosophical Society in a 1959 article entitled "The Shortest Path Through Many Points", the theorem provides a practical solution to the "travelling salesman problem". The authors derived an asymptotic formula to determine the length of the shortest route for a salesman who starts at a home or office and visits a fixed number of locations before returning to the start. (en)
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| - Jillian Beardwood (* 1934 in Norwich, Norfolk, Vereinigtes Königreich; † 2019) war eine britische Mathematikerin. Sie ist bekannt für das Beardwood-Halton-Hammersley-Theorem, das 1959 von der Cambridge Philosophical Society in einem Artikel mit dem Titel The Shortest Path Through Many Points veröffentlicht wurde. (de)
- Jillian Beardwood (1934–2019) was a British mathematician known for the Beardwood-Halton-Hammersley Theorem. Published by the Cambridge Philosophical Society in a 1959 article entitled "The Shortest Path Through Many Points", the theorem provides a practical solution to the "travelling salesman problem". The authors derived an asymptotic formula to determine the length of the shortest route for a salesman who starts at a home or office and visits a fixed number of locations before returning to the start. (en)
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