katholou, Adv. on the whole, in general,
= kath' holou (as it shd. perh. be written), Epist.Philipp. ap. D.18.77; k. graphein, opp. kata meros, Plb.3.32.8; k. eipein Arist.Top.156a13, Plu.2.397c, etc.; hoi k. logoi general
statements, opp. hoi epi merous, Arist.EN1107a30 (but in Roman times, accounts kept by the central government
, = Lat. summae rationes
, OGI715.3 (Alexandria), D.C.79.21, etc.); touto gar esti k. mallon too general
, Arist.Pol.1265a31, cf. GA748a8; hê tôn k. pragmatôn suntaxis general
history, Plb.1.4.2; to k. D.S.1.77, Plu. 2.569f; to k. tês mochthêrias, opp. to pros hêmas, ib.468e; oud' houtos apophainei k. to kataleiphthen the whole
amount left, D.27.43; en tôi k. in general, speaking generally
, Ath.1.30e, Arr.Epict.1.8.8, al. 2. in the Logic of Arist., of terms, to k. general
, opp. to kath' hekaston (singular), legô de k. men ho epi pleionôn pephuke katêgoreisthai, kath' hekaston de ho mê Int.17a39, cf. Metaph.1023b29; opp. to kata meros, Rh.1357b1, al.; hence, ta k. universal
truths, hê poiêsis mallon ta k., hê d' historia ta kath' he. legei Po.1451b7; = gnômai, ib.1450b12; esp. commensurate
predicate, ho an kata pantos te huparchêi kai kath' hauto kai hêi auto APo.73b26; as Adj., of propositions, logos k. a universal
statement, opp. en merei, kata meros (particular), adioristos (infinite), APr.24a17 sq.; of inference, hê k. apodeixis universal
proof, opp. kata meros, APo.85a13; hence, as predicate, k. eisin [hai archai] Metaph.1003a7; as Adv., k. apophainesthai epi tou k. Int.17b5, al. 3. completely, entirely
, Plb.1.20.2; oude k. makron ploion no warships at all
, ib.13, cf. LXXDa.3.50, al.; mêde technên einai to k. tou peithein Phld.Rh.1.327S. (Written kata holou Pl.Men.77a.)