Olga Hahn, On the Coefficients of a Logical Equation and Their Relation to the Theory of Valid Inference: Translators’ Introduction

Richard Lawrence; Justin Vlasits

Olga Hahn, On the Coefficients of a Logical Equation and Their Relation to the Theory of Valid Inference: Translators’ Introduction

Institut für Philosophie

Veröffentlichungen: Beitrag in Buch › Beitrag in Buch/Sammelband › Peer Reviewed

Originalsprache	Englisch
Titel	Aristotle's Organon in Old and New Logic
Redakteure*innen	Colin Guthrie King, Venanzio Raspa
Herausgeber (Verlag)	Bloomsbury Academic
Kapitel	13
Seiten	242-251
Publikationsstatus	Angenommen/In Druck - 2024

ÖFOS 2012

603104 Geschichte der Philosophie

1 Beitrag in Buch/Sammelband

Über die Koeffizienten einer logischen Gleichung und ihre Beziehungen zur Lehre von den Schlüssen
Hahn, O., Lawrence, R. (Übersetzer) & Vlasits, J. (Übersetzer), 2024, (Angenommen/In Druck) Aristotle's Organon in Old and New Logic. Bloomsbury Academic, S. 253-280
Veröffentlichungen: Beitrag in Buch › Beitrag in Buch/Sammelband › Peer Reviewed

Zitationsweisen

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Olga Hahn, On the Coefficients of a Logical Equation and Their Relation to the Theory of Valid Inference: Translators’ Introduction. / Lawrence, Richard; Vlasits, Justin.
Aristotle's Organon in Old and New Logic. Hrsg. / Colin Guthrie King; Venanzio Raspa. Bloomsbury Academic, 2024. S. 242-251.

Veröffentlichungen: Beitrag in Buch › Beitrag in Buch/Sammelband › Peer Reviewed

TY - CHAP

T1 - Olga Hahn, On the Coefficients of a Logical Equation and Their Relation to the Theory of Valid Inference

T2 - Translators’ Introduction

AU - Lawrence, Richard

AU - Vlasits, Justin

PY - 2024

Y1 - 2024

M3 - Chapter

SP - 242

EP - 251

BT - Aristotle's Organon in Old and New Logic

A2 - King, Colin Guthrie

A2 - Raspa, Venanzio

PB - Bloomsbury Academic

ER -

Olga Hahn, On the Coefficients of a Logical Equation and Their Relation to the Theory of Valid Inference: Translators’ Introduction

ÖFOS 2012

Publikationen

Über die Koeffizienten einer logischen Gleichung und ihre Beziehungen zur Lehre von den Schlüssen

Zitationsweisen