In lieu of an abstract, here is a brief excerpt of the content:

index locorum 175 Albinus. See Alcinous. Alcinous Didaskalikon ch. 5–6 1n3 6 29n93 Alexander In Metaphysicam 31.7 77n25 Anaxagoras fr. 1 38, 44n1, 102 Apollodorus 45–46n3 Aristotle Categories 4a10–21 135n36 De Interpretatione 10 77n24 Metaphysics Α 6.987b15 106n22 Metaphysics Γ 15n64 2.1003b22 ff. 15n68 3.1005b9 165n3 3.1005b14 165n3 3.1005b17 12n52, 165n3 1005b21–22 39, 165n3 4.1006a15 7n35 4.1006a21 108n24 4.1006b10 108 4.1006b33 153n4 Metaphysics ∆ 7, 19 1017a35 33 13.1020a13 104n15 13.1020a26 110n27 Metaphysics Ζ 2.1028b20 106n22 16.1028a1 55n3 16.1028b6 55n2 16.1028b9 ff. 54n1 Metaphysics Μ 6.1080b11 104 Nichomachean Ethics I 3.1095c32 11n46 Physics IV 4.212a2 83 IV 6.213b22–27 104 V 3 120 VIII 4.255b12 9n41 Topics II 11.115b13 81 Diogenes Laertius V 1.35 45 IX 29 46n3 Euclid Elements V 8 88 Gorgias fr. 3 2n7, 5 Iamblichus In Nicomachi Arithmeticam Introductio 10.18 104n15 Parmenides A7 77n25 fr. 1.2 4n16 1.5 4n16 1.27 4n16 2.2 4n16 2.3 4n16 2.4 4n16 3 5, 18, 64 5 4n16 6.3 4n16 6.7 71 7.1 13 7.2 4n16 7.3 4n16 7.5 4n16, 71 8.1 4n16 8.3 33 8.4 18, 33, 97 8.5 33 8.5–21 5, 80 8.6 33 8.12–14 33 8.15–16 5 8.16 4n16 8.20–21 33 8.22 33 8.25 33 8.26 33 8.29 21, 33, 83 8.38 33 8.40 33 8.41 33 8.42 33 8.43 33 8.50 ff. 145, 146 8.52 162 8.53 ff. 69, 145 8.56 53, 71 8.56–59 20, 121, 141 8.57 33 8.58 21, 49, 71, 151 9 145 176 index locorum Philolaus 22 Plato Apology 8 Charmides 162b9 9n41 163a5 9n40 163a6 9n41 168b ff. 22 Cratylus 384c3 124 Euthyphro 6d1 58 9d7 9n40 9d8 9n41 Gorgias 8 466e5 6n28 494e 7n32 526a2 9n41 Hippias Minor 376c1 91 Meno 5, 10, 12, 22, 54, 78, 147 72b7 111 72c7–8 58 72c8 48 73d1 58 82b ff. 8 86e ff. 6n25, 9 87a2 12 87d2–3 12 95c ff. 7n31 96c 6 Parmenides Part I 1–3, 5, 7, 8, 9, 18, 22–25, 33, 48, 53–78, 97, 98, 101, 123n33 Part II 2–3, 25–39, 47, 51, 57, 60, 76n22, 79–166 Argument I 7, 25–28, 29, 33, 36, 47, 77, 79, 89, 96n2, 98, 113, 116, 126, 135, 145, 166 Argument II 14, 25–29, 33–35, 36, 44, 47, 48, 51, 78, 79, 80–95, 89, 91–93, 94–139, [3.138.141.202] Project MUSE (2024-04-26 11:14 GMT) 140, 142, 145, 147, 148 Argument III 25–28, 35–36, 47, 78, 79, 96, 102, 139–44, 145, 146, 147, 163 Argument IV 25–28, 36, 47, 77, 79, 80, 115, 144–47 Argument V 17, 25–28, 37, 47, 48, 77, 78, 79, 92, 96, 147–57 Argument VI 25–28, 37, 47, 79, 80 Argument VII 25–28, 37–38, 47, 78, 79, 92, 96, 134, 142, 143, 157–59, 159–63, 164 Argument VIII 11, 14, 25–28, 38–39, 47, 66, 79, 80, 102, 103, 107, 134, 142, 163–66 Theorem I.df. 102 I.1 85 I.4 84, 85, 93 I.7 102 I.8 85 I.9 85, 121 Theorem II.df. 99 II.1 13, 99, 106 II.2.1 16n70, 107 II.2.2 81, 110 II.2.2, Lemma 100 II.3 112, 119 II.4 113, 124 II.6 34, 137 II.7.2.2 117 II.8 113 II.10 135 II.10.App. 16, 27–29, 31, 33, 35 II.3 82 II.4 83, 113, 114 II.5 84 126a1 101n10 126a1–127a7 43–44 127a7–e5 45–46 index locorum 177 127e1–128a3 5, 13 127e6–128b6 46–47 128a6 45 128a8–b1 142 128b5 45 128b7–e4 47–48 128d2 93 128e5–129a6 48–49 129a3–5 58 129a6–b6 14, 47, 49–50 129b6 57, 101 129b6–130a2 50–52, 166 129d1 45 129d6–e4 103 129d7 53 129d7–e2 53 129e 96 129e4–130a2 48 130a3–b3 53 130a3–b6 49 130b 49, 96, 144 130b3–e4 53–55 130e4–131b2 56–57 131 108 131a4 97 131b3–6 24, 51, 57 131b4 58 131b5–6...

Share