Search results for 'Eudemus' (try it on Scholar)

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  1.  23
    Raul Corazzon, Peripatetic Logic: Eudemus of Rhodes and Theophrastus of Eresus.
    “Aristotle's successor as director of the Lyceum was Theophrastus, his friend and disciple; Eudemus, another of the Stagirite's important disciples should also be mentioned. Other philosophers belonging to the Peripatetic school were: Aristoxenus, Dikaiarchos, Phanias, Straton, Duris, Chamaeleon, Lycon, Hieronymus, Ariston, Critolaus, Phormio, Sotion, Hermippus, Satyrus and others. Straton even succeeded Theophrastus as director of the Lyceum but his name and those of the other Peripatetics of Aristotle's old school should not be considered in a history of logic as (...)
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  2.  8
    A. P. Bos (1988). Is the "Greek King" in Eudemus Fr. 11 (Ross) Endymion of Elis? Modern Schoolman 65 (2):79-96.
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  3.  10
    A. P. Bos (1988). Is the "Greek King" in Eudemus Fr. 11 (Ross) Endymion of Elis? Modern Schoolman 65 (2):79-96.
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  4.  1
    G. B. Kerferd (1957). Eudemus of Rhodes. The Classical Review 7 (01):32-.
  5.  1
    G. B. Kerferd (1957). Eudemus of Rhodes Fritz Wehrli: Eudemos von Rhodos. (Die Schule des Aristoteles: Texte Und Kommentar, Heft Viii.) Pp. 123. Basel: Schwabe, 1955. Stiff Paper, 16 Sw. Fr. [REVIEW] The Classical Review 7 (01):32-33.
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  6.  8
    James Shiel (1974). Boethius and Eudemus. Vivarium 12 (1):14-17.
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  7. A. Bos (1984). Aristotle’s Eudemus and Protrepticus: Are They Really Two Different Works? Dionysius 8:19-51.
     
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  8.  94
    Susanne Bobzien (2002). Pre-Stoic Hypothetical Syllogistic in Galen. The Bulletin of the Institute of Classical Studies:57-72.
    ABSTRACT: This paper traces the evidence in Galen's Introduction to Logic (Institutio Logica) for a hypothetical syllogistic which predates Stoic propositional logic. It emerges that Galen is one of our main witnesses for such a theory, whose authors are most likely Theophrastus and Eudemus. A reconstruction of this theory is offered which - among other things - allows to solve some apparent textual difficulties in the Institutio Logica.
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  9.  71
    Susanne Bobzien (2006). Ancient Logic. In Stanford Encyclopedia of Philosophy.
    ABSTRACT: A comprehensive introduction to ancient (western) logic from earliest times to the 6th century CE, with an emphasis on topics which may be of interest to contemporary logicians. Content: 1. Pre-Aristotelian Logic 1.1 Syntax and Semantics 1.2 Argument Patterns and Valid Inference 2. Aristotle 2.1 Dialectics 2.2 Sub-sentential Classifications 2.3 Syntax and Semantics of Sentences 2.4 Non-modal Syllogistic 2.5 Modal Logic 3. The early Peripatetics: Theophrastus and Eudemus 3.1 Improvements and Modifications of Aristotle's Logic 3.2 Prosleptic Syllogisms 3.3 (...)
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  10.  18
    Jaap Mansfeld (2000). Cosmic Distances. Phronesis 45 (3):175-204.
    In the "Doxographi Graeci" the preferred short heading of Aët. 2.31 (Greek text below, p. 28) is 'On Distances', though ps.Plutarch has a long heading. This chapter is about the distances of the sun and moon from each other and from the earth (lemmas 1 to 3, in both ps.Plutarch and Stobaeus), and of the real or apparent shape of the heaven relative to its distance from the earth (lemmas 4 and 5, Stobaeus only). Parallels from Ioann. Lydus and Theodoret (...)
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  11.  0
    Ken Saito (2002). Ancient Mathematics. [REVIEW] Isis: A Journal of the History of Science 93:295-296.
    This book treats so‐called Greek mathematics, developed in the Greek‐speaking world between about 600 b.c. and 600 a.d. It consists of four parts: early Greek mathematics, Hellenistic mathematics, Graeco‐Roman mathematics, and late ancient mathematics. Each part is divided into two chapters, “The Evidence” and “The Questions.”This separation of evidence and questions is significant. Serafina Cuomo has refused to follow the familiar method of weaving an apparently seamless history of Greek mathematics out of fragmentary and heterogeneous documents and conjectures about them. (...)
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