<GetPassage xmlns:tei="http://www.tei-c.org/ns/1.0" xmlns="http://chs.harvard.edu/xmlns/cts">
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                <urn>urn:cts:pdlrefwk:viaf88890045.003.perseus-eng1:C.cleomedes_3</urn>
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                    <TEI xmlns="http://www.tei-c.org/ns/1.0"><text xml:base="urn:cts:pdlrefwk:viaf88890045.003.perseus-eng1"><body xml:lang="eng" n="urn:cts:pdlrefwk:viaf88890045.003.perseus-eng1"><div type="textpart" subtype="alphabetic_letter" n="C"><div type="textpart" subtype="entry" xml:id="cleomedes-bio-3" n="cleomedes_3"><head><persName xml:lang="la" xml:id="tlg-1272"><surname full="yes">Cleome'des</surname></persName></head><p>(<label xml:lang="grc">Κλεουήδης</label>), author of a Greek treatise in two books <hi rend="ital">on the Circular Theory of the Heavenly Bodies</hi> (<foreign xml:lang="grc">Κυκλικῆς Θεωρίας Μετεώρων Βίβλια δύο</foreign>).</p><p>Of the history of Cleomedes nothing is known, and the date of his work is uncertain. He
      professes (<hi rend="ital">ad fin.</hi>), that it is compiled from various sources, ancient
      and modern, but particularly from Poseidonius (who was contemporary with Cicero); and, as he
      mentions no author later than Poseidonius, it is inferred, that he must have lived before, or
      at least not much after Ptolemy, of whose works he could hardly have been ignorant if they had
      been long extant. It seems, also, from the eagerness with which he defends the Stoical
      doctrines against the Epicureans, that the controversy between these two sects was not
      obsolete when he wrote. On the other hand, Delambre has shewn that he had nothing more than a
      second-hand knowledge of the works of Hipparchus, which seems to lessen the improbability of
      his being ignorant of Ptolemy. And Letronne (<hi rend="ital">Journal des Savans,</hi> 1821, p.
      712) argues, that it is unlikely that Cleomedes should have known anything of refraction
      before Ptolemy, who says nothing of it in the <title>Almagest</title> (in which it must have
      appeared if he had been acquainted with it), but introduces the subject for the first time in
      his <title xml:lang="la">Optics.</title> The same writer also endeavours to shew, from the
      longitude assigned by Cleomedes (p. 59) to the star Aldebaran, that he could not have written
      earlier than <date when-custom="186">A. D. 186</date>. Riccioli (<hi rend="ital">Almag. Nov.</hi>
      vol. i. pp. xxxii. and 307) supposes, that the Cleomedes who wrote the <title>Circular
       Theory</title> lived a little after Poseidonius, and that another Cleomedes lived <hi rend="ital">about</hi>
      <date when-custom="390">A. D. 390</date>.</p><p>A treatise on <hi rend="ital">Arithametic</hi> and another on the <hi rend="ital">Sphere,</hi> attributed to a Cleomedes, are said to exist in MS. Vossius (<hi rend="ital">de
       Nat. Art.</hi> p. 180b.) conject tures that Cleomedes wrote the work on Harmonics attributed
      to Cleonides or Euclid. [<hi rend="smallcaps">EUCLEIDES.</hi>]<note place="margin" anchored="true">GRC 2008-06-9: I moved the
       section on the life of Cleomedes to the start of the article to conform to the more general
       pattern in Smith's.</note></p><div><head>Works</head><div><head>A Greek treatise in two books <hi rend="ital">on the Circular Theory of the Heavenly
         Bodies</hi> (<foreign xml:lang="grc">Κυκλικῆς Θεωρίας Μετεώρων Βίβλια
         δύο</foreign>)</head><p>This work is rather an exposition of the system of the universe than of the geometrical
        principles of astronomy. Indeed, Cleomedes betrays considerable ignorance of geometry (see
        his account, p. 28, of the position of the ecliptic), and seems not to pretend to accuracy
        in numerical details.</p><p>The first book treats of the universe in general, of the zones, of the motions of the
        stars and planets, of day and night, and of the magnitude and figure of the earth. Under the
        last head, Cleomedes maintains the spherical shape of the earth against the Epicureans, and
        gives the only detailed account extant of the methods by which Eratosthenes and Poseidonius
        attempted to measure an arc of the meridian.</p><p>The second book contains a dissertation on the magnitudes of the sun and moon, in which
        the absurd opinions of the Epicureans are again ridiculed; and on the illumination of the
        moon, its phases and eclipses. The most interesting points are, the opinion, that the moon's
        revolution about its axis is performed in the same time as its <hi rend="ital">synodical</hi> revolution about the earth; an allusion to something like almanacs, in
        which predicted eclipses were registered; and the suggestion of atmospherical refraction as
        a possible explanation of the fact (which Cleomedes however professes not to believe), that
        the sun and moon are sometimes seen above the horizon at once during a lunar eclipse. (He
        illustrates this by the experiment in which a ring, just out of sight at the bottom of an
        empty vessel, is made visible by pouring in water.)</p><div><head>Editions</head><div><head>Latin Edition</head><p>The <foreign xml:lang="grc">Κυκλικὴ Θεωρία</foreign> was first printed in Latin by
          Geo. Valla, Ven. 1498, fol.</p></div><div><head>Greek Edition</head><p><bibl>In Greek by Conrad Neobarius, Paris, 1539</bibl>; <bibl>in Gr. and Lat. with a
           commentary, by Rob. Balfour, Burdigal. 1605, 4to.</bibl><bibl>The two latest editions are by Janus Bake, with Balfour's commentary, &amp;c., Lugd.
           Bat. 1820, 8vo., and C. C. T. Schmidt, Lips. 1832, 8vo. (a reprint of Bake's text, with
           select notes).</bibl></p></div></div></div></div><div><head>Further Information</head><p>Delambre, <hi rend="ital">Hist. de l'Astron. Ancienne</hi>, vol. i. chap. 12; Weidler, <hi rend="ital">Hist. Astron.</hi> p. 152; Voss. <hi rend="ital">de Nat. Art.</hi> p. 117a.;
       Fabric. <hi rend="ital">Bibl. Graec.</hi> iv. p. 41.</p></div><byline>[<ref target="author.W.F.D">W.F.D</ref>]</byline></div></div></body></text></TEI>
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