John of Palermo (fl. 1221–1240) was a translator of mathematical works from Arabic to Latin who lived in Palermo, Sicily. He worked in the court of Emperor Frederick II. It is not known if he was an Arab or a Sicilian.

John had been introduced into the court of Frederick II through the mathematician Domenico Ispano. John is mentioned by Leonardo Fibonacci in his Liber quadratorum (1225) and several problems from Arab texts by Omar Khayyam were posed to Fibonacci.[1] Some court documents mention a Johannes de Panormo who is thought to be the same person. John translated an Arab manuscript, possibly by Ibn al-Haytham, on the parabola into Latin as the De duabus lineis semper approximantibus sibi invicem et nunquam concurrentibus.[2] John as noted as a "notarius" and there are indications that Frederick was to send him to Tunis in 1240.[3]

References

  1. ↑ Brown, Ezra; Brunson, Jason C. (2008). "Fibonacci's Forgotten Number". The College Mathematics Journal. 39 (2): 112–120. doi:10.1080/07468342.2008.11922284. ISSN 0746-8342. S2CID 118986329.
  2. ↑ Clagett, Marshall (1954). "A Medieval Latin Translation of a Short Arabic Tract on the Hyperbola". Osiris. 11: 359–385. doi:10.1086/368586. ISSN 0369-7827. JSTOR 301678. S2CID 143924428.
  3. ↑ Greco, Pietro (2016). "Translations: How Europe discovered science". Lettera Matematica. 4 (2): 105–110. doi:10.1007/s40329-016-0137-1. ISSN 2281-6917. S2CID 163471469.


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