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Serenus of Antinoöpolis
Greek mathematician (c.
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Serenus of Antinoöpolis (Ancient Greek: Σερῆνος; c. – c. AD) was a Greek mathematician from the Late AntiqueThebaid in Roman Egypt.
Life and work
Serenus came either from Antinoeia or from Antinoöpolis, a city in Egypt founded by Hadrian on top of an older settlement.
Two sources confirm that he was born in Antinoöpolis.
He is interested in physics, modeling, and spectroscopy of lanthanide-doped materials; developing novel materials, methods and optical.It was once believed that he was born in Antissa, but this has been shown to have been based on an error.
Serenus wrote a commentary on the Conics of Apollonius, which is now lost. We hear from Theon of Alexandria that the main result of the commentary was that of a number of angles that are subtended at a point on a diameter of a circle that is not the center, then with equal arcs of that circle, the angle nearer to the center is always less than the angle farther away from the center.[1] But he was also a prime mathematician in his own right, having written two works entitled On the Secti