Alexander of Aphrodisias Quaestiones 1.1

ed. Ivo Bruns

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Quaestiones. Alexander of Aphrodisias. ed. Ivo Bruns. United States. 2017.

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Current edition First1KGreek

Ἀπορίαι καὶ λύσεις [Sp.] (Alexander of Aphrodisias. Alexandri Aphrodisiensis Praeter Commentaria Scripta Minora, Pars 2. (Supplementum Aristotelicum, Volume 2. 2). Bruns, Ivo, editor. Berlin: Reimer, 1892.)

Editions (1)
Quaestiones. Selections. First1KGreek (Alexander of Aphrodisias. Alexandri Aphrodisiensis Praeter Commentaria Scripta Minora, Pars 2. (Supplementum Aristotelicum, Volume 2. 2). Bruns, Ivo, editor. Berlin: Reimer, 1892. Digitized by Digital Corpus for Graeco-Arabic Studies Project.) — 1 focus

Notes on the current edition

Ἀπορίαι καὶ λύσεις [Sp.]

1. 1 θείοις tit. a Sp.: θεοῖσ V 2 α τῆς tit.: α περὶ a Sp. Ἀριστοτέλους περὶ tit. Sp. 4 ἐν τῇ] αὐτῇ a 5 βούλησιν] βουλὴν a Sp. 6 εἴη om. a 9 ἀντιπερίστασιν tit. Sp.: ἀντιπεριίσταται Va 11 ἐπι V τὸ om. tit. αὐτοῦ μόριον a Sp. 13 φθαρτὴ tit. a Sp.: φθαρτικὴ V 14 α τῆς tit. Vict. Sp. Ἀριστοτέλους ἐπὶ tit. Vict. Sp. εἰρημένης tit. Vict. Sp.: εἰρημένη V: om. a 19 συστήσαι τὸ Sp.: συστήσαιτο libri 20 primum caput legitur excerptum in Pseudo-Alexandri commentariis ad Arist. Metaph. Λ 6. p. 685, 29 Hayduck λαβὼν ὅτι ἡ οὐσία πρώτη τῶν ἄλλων (τοῦτο γὰρ δέδεικται) λέγει ὅτι· εἰ μὴ ἔστιν οὐσία ἀίδιος, ἀλλὰ πᾶσαι φθαρταί τα V 21 οὔθ᾿] οὐδ᾿ Sp. 22. 23 οὐ — ἀίδιος γάρ] ὅτι δὲ οὐ πάντα τὰ παρὰ τὴν οὐσίαν ἐστὶ φθαρτά, δῆλον. ἡ γὰρ κίνησις δέδεικται ὅτι ἀίδιος καὶ ἄφθαρτος Ps. Al. 23 πᾶν τὸ γινόμενον a Sp. 24 ἃ V Ps. Al.: ἀλλ᾿ GB2 (in lit.) SFLa Sp. 26 ἡ κίνησις Ps. Al. 27 ἐμποδῶν Va 29 alterum κίνησιν add. v. c. V: om. ex parte libri Ps, Al.
2. 1 ἀλλ᾿ —ἀιδίως κινουμένῳ] ἐπεὶ οὖν ἀίδιος ἡ κίνησις, ἡ δὲ κίνησις ἐν τῷ κινουμένῳ τὸ εἶναι ἔχει, καὶ τὸ κινούμενον ἄρα τὴν ἀίδιον κίνησιν ἀίδιόν ἐστιν Ps. Al. 4 ἡ VB: εἰ FGLSa Sp. ἐστι coni. Sp. 5 αὐτὴν ἐστίν· ἔπειτα ἐνδ. Ps. Al. ἔσται τὸ] ἐστιν Ps. Al. ἐπιλιπειν V: ἐπιλείπειν B: ἀπολιπεῖν Ps. Al. 6 ὂν et τε om. Ps. Al. 7 ἀίδιον δὲ B2 pr. ἀίδιον] ἓν ἄρα καὶ ἀίδιόν ἐστι τὸ Ps. Al. κινούμενον σῶμα Ps. Al. 8 ταύτην ἄρα Sp.: ἄρα ταύτην Ps. Al. 9 pr. ἀίδιον] τὴν κίνησιν σῶμα ἀίδιον Ps. Al. ἀόριστον a τοῦτο om. a 10 τῶν κινήσεων Ps. Al. a Sp. 11 pr. ἕμψυχον] ἕμψυχον δὴ τοῦτο Ps. Al. pr. τὸ] τ in lit. V 13 δε, V 14 το V 15 καὶ τοῦτο ὃν καὶ τὸ VFGL (sed καὶ τὸ): καὶ τὸ B²S² a Sp.: καὶ διὰ τοῦτο οὖν καὶ τὸ Ps. Al. ψυχὴν ἄρα a Sp. γε] δὲ a Sp. τὸ μὲν] τὸ Ps. Al. a Sp. 16 κατὰ τὴν Ps. Al. a 17 κἂν Sp. alt. καὶ infra versum V 18 τοῦ B2 coni. Sp.: τὸ libri Ps. Al. κινουμένου B²S² a Sp.: κινουμένου VB1 Ps. Al. δεῖ VB1 Ps. Al.: ὄντος δεῖ B2S2 a Sp. εἶναι VB Ps. Al. coni. Sp.: δὲ εἶναι FGSLa 20 ἀεὶ ἄρα Ps. Al. καὶ ἄμοιρον a Sp. 22 ἔσται εἰ a Sp. post δυνάμει inserit οὐδεμία δὲ δύναμις, ὡς ἐν τῇ Περὶ οὐρανοῦ (I, 12) δέδεικται, ἐπ᾿ ἄπειρόν ἐστιν, εἰ οὖν ἔχει δύναμιν τοῦ μὴ εἶναι, ἔσται ποτὲ ἐνεργείᾳ μὴ ὄν, ὥστε Ps. Al. 23 post αὐτὴν inserit ἄμοιρον ἄρα παντάπασίν ἐστι δυνάμεως Ps. Al. 24 τούτῳ FGS Ps. Al. a Sp.: τοῦτο VBL τινος] τινος καὶ τοῦτο εἰς ἄπειρον Ps. Al. 25 ἐστι καὶ ἀσώματον Ps. Al. γαρ V 25. 26 ἔσται ἄρα ἀίδιος τις Ps. Al. 26 τις VB1: τις ἄρα FGSa Sp.: ἄρα τις B² ἐνεργείᾳ a Sp.: ἐνεργεια V: ἐνέργεια FBL αἰτία add. Ps. Al.
3. 1 συνεχοῦς] χ in lit. V ὑφ᾿ αὑτοῦ coni. Sp. 2 θεῖον] κυκλοφορητικὸν Ps. Al. τὸ αὐτὸ VB1: τε αὐτὸ FGB²S Ps, Al. a Sp.: fortasse τοῦτο: τε αὑτὸ coni. Sp. 3 ὁμοιώσεως] οἰκειώσεως Ps. Al. 3. 4 κεχωρισμένον Sp. 4 ἡ δὲ Ps. Al. post ἀνάλυσιν add. γέγονεν Ps. Al. 5 τῆς πρώτης ἀρχῆς VBSGL Ps. Al. a: τῆ πρώτη τῆς ἀρχῆς F: τῆς πρώτης Sp. 7 ἐκείνων Ps. Al. 8 κυκλωκινήσεως a 10 ἐνεργεία V Πλάτων] Tim. 52b νόθῳ B² Ps. Al. Vict. Sp.: τῷ libri 11 ἐνεργεια V 12 prius τὸ corr. ex τε V ἢ] καὶ καθ᾿ αὑτὸ ὄν, ἢ Ps. Al. τινι ὄν Ps. Al. μᾶλλον ἐστι Ps. Al.: fortasse μᾶλλον ⟨ἁπλοῦν⟩ τῇ om. a 14 alterum τῷ] τὸ a 14. 15 τὸ ἀπλοῦν νοητόν VGFS¹B¹L: τὸ ἁπλοῦν εἶναι καὶ ἁπλοῦν μάλιστα νοητόν S2 a: ἁπλοῦν εἶναι· τὸ γὰρ ἁπλοῦν μάλιστα νοητόν B²: τὸ μάλιστα ἁπλοῦν εἶναι καὶ μάλιστα νοητόν coni. Sp.: ἁπλοῦν καὶ νοητὸν εἶναι Ps. Al.: fortasse ⟨εἶναι⟩ τὸ ἁπλοῦν νοητόν 15 τότε εἰσὶ Ps. Al. a Sp. 15. 16 χωρίση BFS Ps. Al. a Sp.: χωρήση G: χωρίσαι V 16 ὥσπερ] ὡς περὶ B2 θεωρῇ τοιαύτη Ps. Al.: ἐνεργῇ τοιαύτη VBS² a Sp.: ἐνεργῆται αὕτη FGS¹L 17 μάλιστα αὕτη VB: μάλιστα αὐτὴ FGS¹L: μάλιστα ἄρα αὐτὴ S2B2 (sed αὕτη) a Sp.: λέγω δὴ χωριστὴ καὶ ἁπλῆ καὶ ἐνεργείᾳ αὕτη ἄρα μάλιστά ἐστι Ps. Al. 18 γὰρ VB Ps. Al. Sp.: γὰρ τὸ FGSa: γάρ τοι 21 μὲν om. Ps. Al. 22 ἐν δὲ τῷ εἴδ. a εἴδει ἄρα Ps. Al. 23 εἴδει GSB²FLa Sp.: ἰδίωι V: ἰδι/// B 24 τἄλλα a 26 κυρως ἄρα κοὶ Ps. Al. a