Online Encyclopedia

ANTHEMIUS

Online Encyclopedia
Originally appearing in Volume V02, Page 93 of the 1911 Encyclopedia Britannica.
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ANTHEMIUS  ,

Greek mathematician and architect, who produced, under the patronage of Justinian (A.D . 532), the
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original and daring plans for the church of St Sophia in Constantinople, which strikingly displayed at once his knowledge and his ignorance . He was one of five, brothers—the sons of Stephanus, a physician of Tralles—who were all more or less eminent in their respective departments . Dioscorus followed his
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father's profession in his native place; Alexander became at Rome one of the most celebrated medical men of his time;
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Olympias was deeply versed in
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Roman jurisprudence; and
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Metrodorus was one of the distinguished grammarians of the
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great Eastern capital . It is related of Anthemius that, having a
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quarrel with his next-door neighbour
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Zeno, he annoyed him in two ways . First, he made a number of leathern tubes the ends of which he contrived to fix among the joists and flooring of a
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fine upper-
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room in which Zeno entertained his friends, and then subjected it to a
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miniature
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earthquake by sending steam through the tubes . Secondly, he simulated
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thunder and
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lightning, the latter by flashing in Zeno's eyes an intolerable
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light from a slightly hollowed mirror . Certain it is that he wrote a
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treatise on burning-glasses . A fragment of this was published under the title IIep1 irapa66 cev pnxavgA6,ro.v by L . Dupuy in 1777, and also appeared in 1786 in the
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forty-second
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volume of the Hist. de l'Acad.
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des Incr.; A . Westermann gave a revised edition of it in his lIapabot-aypacpaa (Scriptores rerum mirabilium Graeci), 1839 . In the course of constructions for surfaces to reflect to one and the same point (1) all rays in whatever direction passing through another point, (2) a set of parallel rays, Anthemius assumes a
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property of an ellipse not found in
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Apollonius (the equality of the angles subtended at a focus by two tangents
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drawn from a point), and (having given the focus and a double
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ordinate) he uses the focus and directrix to obtain any number of points on a parabola—the first instance on record of the
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practical use of the directrix .

On Anthemius generally, see

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Procopius, De Aedific. i . 1; Agathias, Hist. v . 6-9; Gibbon's Decline and Fall, cap. xl . (T . L .

End of Article: ANTHEMIUS
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