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Published 2007
Aristotle on definition /

: This book argues that Aristotle offers us a consistent theory of definition, according to which a particular type of definition - one which states the formal cause of a simple item - is fundamental. It begins by considering definitions as indemonstrable first principles in demonstrations, and inquires how such definitions can have the certainty required by that role. Later chapters look to the Metaphysics to understand how the unity of definitions guarantees their certainty, and to the Topics to discover why definitions must be formulated in terms of the genus and differentia(e) of the object defined. This work contributes to our understanding of the connection between the function of definition in demonstration and its character as a statement of essence.
: 1 online resource. : Includes bibliographical references (p. [213]-217) and indexes. : 9789047420583 : 0079-1687 ; : Available to subscribing member institutions only.

Published 2010
Interpreting Aristotle's Posterior analytics in late antiquity and beyond

: This collection of essays highlights Ancient, Byzantine and Medieval developments in the discussion of scientific method and argument in the comment(arie)s on Aristotle's Posterior Analytics and related methodological passages in the Aristotelian corpus. Despite the importance of these discussions, the larger part of the commentary tradition on the Posterior Analytics still remains uncharted. The contributors to this volume identify and explore three important strands of interpretation, viz. (1) the reception of Aristotle's logic of inquiry and theory of concept formation in Posterior Analytics II 19; (2) the influence of the Posterior Analytics on the evaluation of metaphysics as a science; and (3) the reception of Aristotle's theory of demonstration, definition, and causation in Posterior Analytics book II.
: 1 online resource. : Includes bibliographical references (p. [235]-254) and indexes. : 9789004201828 : Available to subscribing member institutions only.