Francis Guthrie: Difference between revisions
m +ac |
Tsinfandel (talk | contribs) Going to South Africa doesn't make him automatically South African |
||
| Line 3: | Line 3: | ||
[[File:Francis guthrie.jpg|thumb|right|Francis Guthrie]] |
[[File:Francis guthrie.jpg|thumb|right|Francis Guthrie]] |
||
'''Francis Guthrie''' (b. 22 January 1831 in London; d. 19 October 1899 in [[Claremont, Cape Town]]) was a [[South African]] mathematician and botanist who first posed the [[Four colour theorem|Four Colour Problem]] in 1852. At the time, Guthrie was a student of [[Augustus De Morgan]] at [[University College London]]. He studied under [[John Lindley]], Professor of Botany at the [[University of London]]. Guthrie obtained his B.A. in 1850, and LL.B. in 1852 with first class honors. While coloring a map of the counties of England, he noticed that at least four colors were required so that no two regions sharing a common border were the same color. He postulated that four colors would be sufficient to color any map. This became known as the Four Color Problem, and remained one of the most famous unsolved problems in [[topology]] for more than a century, until it was eventually proven in 1976 using a controversial computer-aided proof which was lengthy and inelegant. |
'''Francis Guthrie''' (b. 22 January 1831 in London; d. 19 October 1899 in [[Claremont, Cape Town]]) was a [[South African]]{{fact}} mathematician and botanist who first posed the [[Four colour theorem|Four Colour Problem]] in 1852. At the time, Guthrie was a student of [[Augustus De Morgan]] at [[University College London]]. He studied under [[John Lindley]], Professor of Botany at the [[University of London]]. Guthrie obtained his B.A. in 1850, and LL.B. in 1852 with first class honors. While coloring a map of the counties of England, he noticed that at least four colors were required so that no two regions sharing a common border were the same color. He postulated that four colors would be sufficient to color any map. This became known as the Four Color Problem, and remained one of the most famous unsolved problems in [[topology]] for more than a century, until it was eventually proven in 1976 using a controversial computer-aided proof which was lengthy and inelegant. |
||
Guthrie arrived in South Africa on 10 April 1861 and was met and entertained by Dr. Dale (later Sir Langham Dale), who was instrumental in the establishing of the [[University of the Cape of Good Hope]] in June 1873. Guthrie took up the post of mathematics master at the [[Graaff-Reinet]] College. While there he gave a course of acclaimed public lectures on botany in 1862 and thus started a lifelong friendship with local resident [[Harry Bolus]]. He advised Bolus to take up the study of botany to ease his grief at the loss of his six year old son. When Bolus left for Cape Town a few years later, he persuaded Guthrie to move there as well in 1875. For a while he practised at the Bar and edited a newspaper before becoming professor of mathematics at the South African College, which later became the [[University of Cape Town]]. He remained there from 1876 until he retired in 1898, staying on his farm at Raapenberg. |
Guthrie arrived in South Africa on 10 April 1861 and was met and entertained by Dr. Dale (later Sir Langham Dale), who was instrumental in the establishing of the [[University of the Cape of Good Hope]] in June 1873. Guthrie took up the post of mathematics master at the [[Graaff-Reinet]] College. While there he gave a course of acclaimed public lectures on botany in 1862 and thus started a lifelong friendship with local resident [[Harry Bolus]]. He advised Bolus to take up the study of botany to ease his grief at the loss of his six year old son. When Bolus left for Cape Town a few years later, he persuaded Guthrie to move there as well in 1875. For a while he practised at the Bar and edited a newspaper before becoming professor of mathematics at the South African College, which later became the [[University of Cape Town]]. He remained there from 1876 until he retired in 1898, staying on his farm at Raapenberg. |
||
Revision as of 19:32, 8 May 2014
Francis Guthrie (b. 22 January 1831 in London; d. 19 October 1899 in Claremont, Cape Town) was a South African[citation needed] mathematician and botanist who first posed the Four Colour Problem in 1852. At the time, Guthrie was a student of Augustus De Morgan at University College London. He studied under John Lindley, Professor of Botany at the University of London. Guthrie obtained his B.A. in 1850, and LL.B. in 1852 with first class honors. While coloring a map of the counties of England, he noticed that at least four colors were required so that no two regions sharing a common border were the same color. He postulated that four colors would be sufficient to color any map. This became known as the Four Color Problem, and remained one of the most famous unsolved problems in topology for more than a century, until it was eventually proven in 1976 using a controversial computer-aided proof which was lengthy and inelegant.
Guthrie arrived in South Africa on 10 April 1861 and was met and entertained by Dr. Dale (later Sir Langham Dale), who was instrumental in the establishing of the University of the Cape of Good Hope in June 1873. Guthrie took up the post of mathematics master at the Graaff-Reinet College. While there he gave a course of acclaimed public lectures on botany in 1862 and thus started a lifelong friendship with local resident Harry Bolus. He advised Bolus to take up the study of botany to ease his grief at the loss of his six year old son. When Bolus left for Cape Town a few years later, he persuaded Guthrie to move there as well in 1875. For a while he practised at the Bar and edited a newspaper before becoming professor of mathematics at the South African College, which later became the University of Cape Town. He remained there from 1876 until he retired in 1898, staying on his farm at Raapenberg.
When Bolus undertook to do the family of Ericaceae for Flora Capensis, he enlisted Guthrie's aid and they collaborated until Guthrie's death. Before his death, Guthrie had made an extensive collection of the Cape Peninsula flora, which was eventually housed as the Guthrie Herbarium in the University of Cape Town Botany Department, and used for teaching and reference. Though Guthrie did not live to see the published work, he had the satisfaction of knowing that the greater part of the work on Erica had been completed. He is buried in the old cemetery attached to St. Thomas's Church in Rondebosch.
He was described as being warm-hearted, good-humoured, patient, and unpretentious. The scope of his interests was diverse, and ranged from a lecture titled, "The Heat of the Sun in South Africa", in which he pointed out that it must be possible to transform solar energy into mechanical power, to aeronautics, where he was involved in the development of the first aircraft. Although dubbed the inventor of the first flying machine, no documentation of his work exists.
Some fynbos species from the Bredasdorp area were named after him: Gladiolous guthriei, Erica guthriei and Homoglossum guthriei, as well as the genus Guthriea Bolus. Cyrtanthus guthrieae was named after his daughter Louisa Guthrie, who was also a botanist. The new genus Guthriea was collected by Harry Bolus from Oudeberg in the Graaff-Reinet district, and also recorded from the Wittebergen in the Barkly East district and Mont-aux-Sources in Natal. To date no other species in this genus has been found.
Guthrie was an early member of the South African Philosophical Society (later the Royal Society of South Africa), an active member of the Meteorological Commission and an Examiner of the Cape University.
References
- Botanical Exploration of Southern Africa Mary Gunn & LE Codd (AA Balkema 1981)
External links
| International | |
|---|---|
| National | |
| Academics | |
