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συναίρεμα: Difference between revisions

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|Transliteration C=synairema
|Transliteration C=synairema
|Beta Code=sunai/rema
|Beta Code=sunai/rema
|Definition=ατος, τό, <span class="sense"><p>&nbsp;&nbsp;&nbsp;<span class="bld">A</span> <b class="b2">aggregate, sum</b>, μονάδων <span class="bibl">Olymp. <span class="title">in Phlb.</span> p.284</span> S., cf. <span class="bibl">Dam.<span class="title">Pr.</span>4</span>; <b class="b2">total</b>, <b class="b3">πυροῦ, σιτικῶν</b>, <span class="bibl"><span class="title">PTeb.</span>340.5</span> (iii A.D.), Wessely <span class="title">Karanis</span> p.11, cf. <span class="bibl"><span class="title">BGU</span>1626</span> (iii A.D.), <span class="bibl"><span class="title">PFlor.</span>35.12</span> (prob. l., v.<span class="title">Arch.Pap.</span>4.430 (ii A.D.)); also συναίρη( μα) θησαυροῦ <span class="bibl"><span class="title">Ostr.Bodl.</span> iii 157</span> (ii A.D.). </span><span class="sense">&nbsp;&nbsp;&nbsp;<span class="bld">II</span> = sq. <span class="bibl">4</span>, <span class="bibl">Eust.1447.52</span>.</span>
|Definition=-ατος, τό,<br><span class="bld">A</span> [[aggregate]], [[sum]], μονάδων Olymp. ''in Phlb.'' p.284 S., cf. Dam.''Pr.''4; [[total]], [[πυροῦ]], [[σιτικῶν]], ''PTeb.''340.5 (iii A.D.), Wessely ''Karanis'' p.11, cf. ''BGU''1626 (iii A.D.), ''PFlor.''35.12 (prob. l., v.''Arch.Pap.''4.430 (ii A.D.)); also συναίρη(μα) θησαυροῦ ''Ostr.Bodl.'' iii 157 (ii A.D.).<br><span class="bld">II</span> = [[συναίρεσις]] ([[contraction]], [[synaeresis]]) 4, Eust.1447.52.
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{{ls
{{ls
|lstext='''συναίρεμα''': τό, [[ἕνωσις]], ὅτι οὐ τὸ [[συναίρεμα]] τῶν τριῶν μονάδων ἔστιν ἡ μία ἀρχὴ Ὀλυμπιόδ. εἰς Πλάτ. Φίληβ. 162. ΙΙ. [[συναίρεσις]] ΙΙ, Εὐστ. 1447, 52.
|lstext='''συναίρεμα''': τό, [[ἕνωσις]], ὅτι οὐ τὸ [[συναίρεμα]] τῶν τριῶν μονάδων ἔστιν ἡ μία ἀρχὴ Ὀλυμπιόδ. εἰς Πλάτ. Φίληβ. 162. ΙΙ. [[συναίρεσις]] ΙΙ, Εὐστ. 1447, 52.
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{{grml
|mltxt=τὸ, ΜΑ, και [[συναίρημα]] Α [[συναιρῶ]]<br /><b>γραμμ.</b> [[συναίρεση]]<br /><b>αρχ.</b><br /><b>1.</b> [[άθροισμα]], [[ένωση]] («ὅτι οὐ τὸ [[συναίρεμα]] τῶν τριῶν μονάδων ἔστιν ἡ μία [[ἀρχή]]», Ολυμπ.)<br /><b>2.</b> [[σύνολο]].
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