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Hypatia's father Theon of Alexandria is best known for having edited the existing text of Euclid's Elements, [11] [12] [13] shown here in a ninth-century manuscript. Hypatia was the daughter of the mathematician Theon of Alexandria (c. 335 – c. 405 AD).
Leonidas Alaoglu (1914–1981) - Known for Banach- Alaoglu theorem. [9] Charalambos D. Aliprantis (1946–2009) - Founder and Editor-in-Chief of the journals Economic Theory as well as Annals of Finance. [10] Roger Apéry (1916–1994) - Professor of mathematics and mechanics at the University of Caen Proved the irrationality of zeta(3). [11]
Ancient Greek Egyptian mathematician Hypatia was the subject of many literary interpretations in the 19th and 20th centuries. Here, she is portrayed by Marie Spartali in an 1867 photograph by Julia Margaret Cameron. Ruth Haas, American mathematician known for mentorship of other women mathematicians; Violet B. Haas (1926–1986), American ...
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Before 350: Pandrosion, a Greek mathematician known for an approximate solution to doubling the cube and a simplified exact solution to the construction of the geometric mean. [ 1 ] c. 350–370 until 415: The lifetime of Hypatia , a Greek Neoplatonist philosopher in Roman Egypt who was the first well-documented woman in mathematics.
Ancient Greek mathematicians (4 C, 70 P) + Greek women mathematicians (7 P) B. Greek bioinformaticians (1 P) L. Greek logicians (1 C, 6 P) S. Greek statisticians (5 P)
Pandrosion of Alexandria (Ancient Greek: Πανδροσίων) was a mathematician in fourth-century-AD Alexandria, discussed in the Mathematical Collection of Pappus of Alexandria and known for having possibly developed an approximate method for doubling the cube. Although there is disagreement on the subject, Pandrosion is believed by many ...
[1] [2] Greek mathematicians lived in cities spread over the entire region, from Anatolia to Italy and North Africa, but were united by Greek culture and the Greek language. [3] The development of mathematics as a theoretical discipline and the use of deductive reasoning in proofs is an important difference between Greek mathematics and those ...