mathematician: Difference between revisions
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Δίκαιος ἐὰν ᾖς, πανταχοῦ τῷ τρόπῳ χρήσῃ νόμῳ († λαληθήσῃ) → Si iustus es pro lege tibi mores erunt → Bist du gerecht, ist dein Charakter dir Gesetz (wirst du in aller Munde sein)
(Woodhouse 3) |
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===substantive=== | |||
Use adj., [[verse|V.]] [[λογιστικός]]. | |||
[[mathematicians]]: [[prose|P.]] [[οἱ περὶ… λογισμοὺς πραγματευόμενοι]] ([[Plato]], ''[[Republic]]'' 510C). | |||
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Latest revision as of 09:10, 10 December 2020
English > Greek (Woodhouse)
substantive
Use adj., V. λογιστικός.
mathematicians: P. οἱ περὶ… λογισμοὺς πραγματευόμενοι (Plato, Republic 510C).
