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Dionysodorus of Amisene

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Ancient Greek mathematician (1st century AD)
This article is about the 1st century AD mathematician. For the 3rd century BC mathematician, seeDionysodorus of Caunus.

Dionysodorus of Amisene (1st century AD) was a Greek mathematician fromPontus, now on theBlack Sea coast ofTurkey. He was briefly described byStrabo, as one of the learned men of the city of Amisus.[1][2] Despite the similarity of his demonym to the inland city ofAmaseia, where Strabo was born, translators H. C. Hamilton and W. Falconer instead footnote Amisus as being the modern citySamsun, near Amaseia on the coast. Amisene is a name for the region containing both cities.[2]

Strabo distinguishes him from Dionysodorus of Melos, a geometer,[2] whomPliny the Elder describes as having calculated the circumference of the Earth, less accurately than the older calculation ofEratosthenes. He should also be distinguished fromDionysodorus of Caunus, who studiedconic sections.[1]

Dionysodorus of Amisene was long thought to be the Dionysodorus who studied conic sections until, in the early 20th century,Wilhelm Crönert [de] found from a papyrus newly excavated atHerculaneum a connection from the study of conics to Dionysodorus of Caunus and his son, also named Dionysodorus, dating them to centuries before the time that Strabo wrote about.[1][3]

References

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  1. ^abcO'Connor, John J.;Robertson, Edmund F.,"Dionysodorus",MacTutor History of Mathematics Archive,University of St Andrews Primarily about Dionysodorus of Caunus, but briefly notes the Dionysodorus of Pliny's account, and states thatStrabo distinguished Pliny's Dionysodorus from Dionysodorus of Amisene.
  2. ^abcThe Geography of Strabo, Literally Translated, With Notes, translated by Hamilton, H. C.; Falconer, W., London: H. G. Bohn, 1854–1857, p. 296
  3. ^Heath, Thomas (1921),A History Of Greek Mathematics, Volume II: From Aristarchus to Diophantus, Oxford: Clarendon Press, p. 218
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