Online Encyclopedia

ALHAZEN (ABU ALI AL-HASAN IBN ALHASAN)

Online Encyclopedia
Originally appearing in Volume V01, Page 658 of the 1911 Encyclopedia Britannica.
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ALHAZEN (
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ABU
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ALI AL-
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HASAN
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IBN ALHASAN)
  , Arabian mathematician of the 11th century, was born at Basra and died at Cairo in 1038 . He is to be distinguished from another Alhazen who translated Ptolemy's Almagest in the loth century . Having boasted that he could construct a machine for regulating the inundations of the Nile, he was summoned to
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Egypt by the
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caliph Hakim; but, aware of the impracticability of his scheme, and fearing the caliph's anger, he feigned madness until Hakim's
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death in 1021 . Alhazen was, nevertheless, a diligent and successful student, being the first
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great discoverer in
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optics after the time of Ptolemy . According to Giovanni Battista della Porta, he first explained the apparent increase of heavenly bodies near the horizon, although Bacon gives the credit of this
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discovery to Ptolemy . He taught, previous to the
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Polish physicist Witelo, that vision does not result from the emission of rays from the eye, and wrote also on the refraction of
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light, especially on atmospheric refraction, showing, e.g. the cause of
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morning and evening
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twilight . He` solved the problem of finding the point in a
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convex mirror at which a ray coming from one given point shall be reflected to another given point . His
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treatise on optics was translated into Latin by Witelo (1270), and afterwards published by F . Risner in 1572, with the title Opticae thesaurus Alhazeni libri VII., cum ejusdem libro de crepusculis et nubium ascensionibus . This
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work enjoyed a great reputation during the
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middle ages .
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Works on geometrical subjects were found in the Bibliotheque nationale de Paris in 1834 by E . A .

Sedillot; other

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manuscripts are pre-served in the Bodleian library at Oxford and in the library of
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Leiden . See Casiri, Bibl . Arab . Hisp . Escur . ; J . E . Montucla, Histoire
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des mathematiques (1758); and E . A . Sedillot, Materiaux pour l'histoire des sciences mathematiques .

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