<GetPassage xmlns:tei="http://www.tei-c.org/ns/1.0" xmlns="http://chs.harvard.edu/xmlns/cts">
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                <requestUrn>urn:cts:pdlrefwk:viaf88890045.003.perseus-eng1:H.heron_6</requestUrn>
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            <reply>
                <urn>urn:cts:pdlrefwk:viaf88890045.003.perseus-eng1:H.heron_6</urn>
                <passage>
                    <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="H"><div type="textpart" subtype="entry" xml:id="heron-bio-6" n="heron_6"><head><persName xml:lang="la"><surname full="yes">Heron</surname></persName></head><p>3. The younger, so called because we have not even an adjective of place to distinguish him
      from Heron of Alexandria, is supposed to have lived under Heraclius (A. D. 610-641). In his
      own work on Geodesy (a term used in the sense of practical geometry), he says that in his own
      time the stars had altered their longitudes by seven degrees since the time of Ptolemy: from
      which the above date must have been framed. But if he spoke, as is likely enough, from
      Ptolemy's value of the precession of the equinoxes, without observing the stars himself, he
      must have been about two hundred years later. He was a Christian.</p><div><head>Works</head><p>The writings attributed to Heron the younger are,--</p><div><head>1. <title xml:lang="la">De Machinis bellicis</title></head><p>There is one Greek manuscript at Bologna.</p><div><head>Editions</head><p><bibl>Published (Lat.) by Barocius, Venice, 1572, 4to.</bibl></p></div></div><div><head>2. <title xml:lang="la">Geodaesia</title></head><p>Montucla notices this as the first treatise in which the mode of finding the area of a
        triangle by means of its sides occurs. Savile, who had a manuscript of this treatise,
        rejects with scorn the idea of its having been written by Heron; but we suspect that he
        supposed it to be attributed to Heron of Alexandria.</p><div><head>Editions</head><p>published (Lat.) with the above by Barocius.</p></div></div><div><head>3. <title xml:lang="la">De Obsidione repellenda,</title>
        <foreign xml:lang="grc">ὅπως χρὴ τὸνν τῆς πολιορκουμένης τόλεως στρατηγὸν πρὸς
         τὴν πολιορκίαν ἀντιτάσσεσθυι</foreign></head><div><head>Editions</head><p><bibl>Published (Gr.) in the <title xml:lang="la">Veter. Mathemat. Opera,</title> &amp;c.
          mentioned in the life of Heron of Alexandria.</bibl></p></div></div><div><head>4. <foreign xml:lang="grc">Παρεκβολαὶ ἐκ τῶν στρατηγικῶν παρατάξεων</foreign>,
        &amp;c</head><p>This exists only in manuscript.</p></div><div><head>5. <foreign xml:lang="grc">Ἐκ τῶν τοῦ Ἥρωνος περὶ τῶν τῆς Γεωμετρίας καὶ
         Στερεωμετρίας ὀνουάτων</foreign></head><div><head>Editions</head><p><bibl>Published <pb n="438"/> (Gr. Lat.) with the first book of Euclid, by Dasypodius,
          Strasburg, 1571, 8vo.</bibl></p></div></div><div><head>6. <title xml:lang="la">Excerpta de Mensuris</title></head><div><head>Editions</head><p><bibl>(Gr. Lat.), in the <title>Analecta Graeca</title> of the Benedictines, vol. i.
          Paris, 1688, 4to.</bibl></p></div></div><div><head>7. <foreign xml:lang="grc">Εἰσαγωγὴ τῶν γεωμετρουμένων</foreign></head><p>This work exists only in manuscript.</p></div></div><div><head>Further Information</head><p>Fabric. <hi rend="ital">Bibl. Graec.</hi> vol. iv. p. 237 ; Heilbronner, <hi rend="ital">Hist. Mathes. Univ.;</hi> Montucla, <hi rend="ital">Hist. des Mathém.</hi> vol.
       i.</p></div><byline>[<ref target="author.A.DE.M">A. DeM.</ref>]</byline></div></div></body></text></TEI>
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