Aristotle, great Greek philosopher, researcher, reasoner, and writer, born at Stagirus in 384 BCE, was the son of Nicomachus, a physician, and Phaestis. He studied under Plato at Athens and taught there ; subsequently he spent three years at the court of a former pupil, Hermeias, in Asia Minor and at this time married Pythias, one of Hermeias's relations. After some time at Mitylene, in 343?2 he was appointed by King Philip of Macedon to be tutor of his teen-aged son (...) Alexander. After Philip's death in 336, Aristotle became head of his own school, the Lyceum at Athens. Because of anti-Macedonian feeling there after Alexander's death in 323, he withdrew to Chalcis in Euboea, where he died in 322. Nearly all the works Aristotle prepared for publication are lost; the priceless ones extant are lecture-materials, notes, and memoranda. They can be categorized as follows: I Practical: Nicomachean Ethics; Great Ethics ; Eudemian Ethics; Politics; Economics ; On Virtues and Vices. II Logical: Categories; Analytics ; Interpretation; Refutations used by Sophists; Topica. III Physical: Twenty-six works including astronomy, generation and destruction, the senses, memory, sleep, dreams, life, facts about animals, etc. IV Metaphysics: on being as being. V Art: Rhetoric and Poetics. VI Other works including the Constitution of Athens; more works also of doubtful authorship. VII Fragments of various works such as dialogues on philosophy and literature; and of treatises on rhetoric, politics and metaphysics. The Loeb Classical Library edition of Aristotle is in twenty-three volumes. (shrink)

Review of Primary Ousia: An Essay on Aristotle's Metaphysics Z and H, by Michael J. Loux (Cornell University Press: 1991).

Review of Substance and Essence in Aristotle: an Interpretation of Metaphysics VII-IX, by Charlotte Witt (Cornell University Press: 1989).

Aristotle contends that in perception the sense organ is “made like” its object, but only “in a certain way.” Much controversy has surrounded these remarks, primarily about how to understand being “made like.” One camp has understood this to require literal exemplification, such that the sense organs manifest the sensible qualities of their objects. Others have understood likeness to require no physical alteration at all in the sense organs.I accept as a starting point in this paper that understanding perceptual likeness (...) in terms of exemplification is a non-starter. By doing so, however, I also reject the easiest and most direct understanding of what it means for the sense organs to be “made like” their objects. Others who have shared this assumption have suggested that likeness consists in “isomorphism.” Unfortunately, they have not adequately explicated how this notion is to be understood, with the result that Aristotle’s theory of perception remains crucially underdeveloped. I argue that the key is to understand the form of isomorphism at work in Aristotle’s account of thinking. (shrink)

Richard Janko's acclaimed translation of Aristotle's _Poetics_ is accompanied by the most comprehensive commentary available in English that does not presume knowledge of the original Greek. Two other unique features are Janko's translations with notes of both the _Tractatus Coislinianus_, which is argued to be a summary of the lost second book of the Poetics, and fragments of Aristotle’s dialogue On Poets, including recently discovered texts about catharsis, which appear in English for the first time.

This is the most interesting contemporary study of Aristotle’s syllogistic I have seen. The author combines a genuine insight into Aristotle’s way of thinking with a useful grasp of contemporary logical theory. He uses contemporary notions like compactness, completeness, consistency, and the like in such a way as genuinely to illuminate Aristotle’s thought, rather than to obfuscate it or to reduce classical patterns of reasoning to those of our day. In other words, he shows how Aristotle’s central doctrines are in (...) many cases anticipations of contemporary concepts, thereby establishing a continuity in logical theory which goes at least some steps toward mitigating the effects of historicism in the domain of the history of logic. His style is as lucid as the subject-matter permits. The book is accessible to anyone with a minimum knowledge of syllogistic and some of the central notions of present-day metamathematics. Not the least helpful feature of the book is its quiet correction of errors made by the author’s predecessors in the analytical tradition’s attempt to assimilate Aristotle into current technical procedures. (shrink)

This major new study by one of the most penetrating and persistent critics of philosophical and scientific orthodoxy, returns to Aristotle in order to examine the salient categories in terms of which we think about ourselves and our nature, and the distinctive forms of explanation we invoke to render ourselves intelligible to ourselves. The culmination of 40 years of thought on the philosophy of mind and the nature of the mankind Written by one of the world’s leading philosophers, the co-author (...) of the monumental 4 volume _Analytical Commentary on the Philosophical Investigations_ Uses broad categories, such as substance, causation, agency and power to examine how we think about ourselves and our nature Platonic and Aristotelian conceptions of human nature are sketched and contrasted Individual chapters clarify and provide an historical overview of a specific concept, then link the concept to ideas contained in other chapters. (shrink)

Aristotle contrasts episteme and doxa through the key notions of universal and necessary. These notions have played a central role in Aristotle’s characterization of scientific knowledge in the previous chapters of APo. They are not spelled out in APo I.33, but work as a sort of reminder that packs an adequate characterization of scientific knowledge and thereby gives a highly specified context for Aristotle’s contrast between episteme and doxa. I will try to show that this context introduces a contrast in (...) terms of explanatory claims: on the one hand, episteme covers those claims which capture explanatory connections that are universal and necessary and thereby deliver scientific understanding; on the other hand, doxa covers the explanatory attempts that fail at doing so. (shrink)

This major new study by one of the most penetrating and persistent critics of philosophical and scientific orthodoxy, returns to Aristotle in order to examine the salient categories in terms of which we think about ourselves and our nature, and the distinctive forms of explanation we invoke to render ourselves intelligible to ourselves. The culmination of 40 years of thought on the philosophy of mind and the nature of the mankind Written by one of the world’s leading philosophers, the co-author (...) of the monumental 4 volume _Analytical Commentary on the Philosophical Investigations_ Uses broad categories, such as substance, causation, agency and power to examine how we think about ourselves and our nature Platonic and Aristotelian conceptions of human nature are sketched and contrasted Individual chapters clarify and provide an historical overview of a specific concept, then link the concept to ideas contained in other chapters. (shrink)

In Prior Analytics 1.15, Aristotle attempts to give a proof through the impossible of Barbara, Celarent, Darii, and Ferio with an assertoric first premiss, a contingent second premiss, and a possible conclusion. These proofs have been controversial since antiquity. I shall show that they are valid, and that Aristotle is able to explain them by relying on two meta-syllogistic lemmas on the nature of possibility interpreted as syntactic consistency. It will turn out that Aristotle's proofs are not of (...) the intended schemata. I shall investigate some of the results that the impact of this reconstruction on the modal syllogistic has: the relationship between Aristotle's syllogistic and the logics of relevance; the value of Aristotle's requirement that universal affirmative propositions be taken ‘absolutely’; the destruction of many Aristotelian proofs; the recovery of certain principles of modal opposition from a charge of inconsistency. (shrink)

Prior Analytics by the Greek philosopher Aristotle (384 – 322 BCE) and Laws of Thought by the English mathematician George Boole (1815 – 1864) are the two most important surviving original logical works from before the advent of modern logic. This article has a single goal: to compare Aristotle’s system with the system that Boole constructed over twenty-two centuries later intending to extend and perfect what Aristotle had started. This comparison merits an article itself. Accordingly, this article does not (...) discuss many other historically and philosophically important aspects of Boole’s book, e.g. his confused attempt to apply differential calculus to logic, his misguided effort to make his system of ‘class logic’ serve as a kind of ‘truth-functional logic’, his now almost forgotten foray into probability theory, or his blindness to the fact that a truth-functional combination of equations that follows from a given truth-functional combination of equations need not follow truth-functionally. One of the main conclusions is that Boole’s contribution widened logic and changed its nature to such an extent that he fully deserves to share with Aristotle the status of being a founding figure in logic. By setting forth in clear and systematic fashion the basic methods for establishing validity and for establishing invalidity, Aristotle became the founder of logic as formal epistemology. By making the first unmistakable steps toward opening logic to the study of ‘laws of thought’—tautologies and laws such as excluded middle and non-contradiction—Boole became the founder of logic as formal ontology. (shrink)

Review of Substantial Knowledge: Aristotle's Metaphysics, by C.D.C Reeve (Hackett: 2000).

Gottfried Martin has recently reminded us of a useful distinction between two possible ways of doing metaphysics. We may proceed by framing a “theory of principles” or by proposing a “theory of being”. Aristotle explicitly formulates both possibilities as the task of metaphysics, formulating a theory of principles in his doctrine of the four types of causal explanation in the first book of the Metaphysics, while exploring the theory of being in a number of other passages, such as Book I, (...) chapters 6 and 9; Book X, chapter 2; and Book XIII. These passages do not elaborate principles whereby we can analyze the structure of certain entities, be they causes, substances or forms, but rather concern themselves with the ontological status of these entities—in what sense can they be said to be? In Plato this distinction is more implicit, but we may contrast the theory of forms developed in the Phaedo and the Republic with the subsequent probing investigation of the being of these forms in the Parmenides and the Sophist. Kant “explicitly claims to have discovered and presented a complete and necessary system of the basic concepts and principles. The proof of the completeness and necessity of this system is the aim of the middle part of the Critique of Pure Reason, the Transcendental Analytic.” Yet. (shrink)

The Prior Analytics marks the beginning of formal logic, and is one of the most influential works in the history of thought. It is here that Aristotle sets out his system of syllogistic reasoning. The first book, to which this volume is devoted, offers a coherent presentation of Aristotle's logic as a general theory of deductive argument.

It has often been claimed that (i) Aristotle's expression 'protasis' means 'premiss' in syllogistic contexts and (ii) cannot refer to the conclusion of a syllogism in the Prior Analytics. In this essay we produce and defend a counter-example to these two claims. We argue that (i) the basic meaning of the expression is 'proposition' and (ii) while it is often used to refer to the premisses of a syllogism, in Prior Analytics 1.29, 45b4-8 it is used to (...) refer to the conclusion of a syllogism. In our view, the best explanation of Aristotle's use of the expression 'protasis' is that it means proposition throughout but is frequently used without change of meaning (in certain specific contexts) to refer to the premisses from which a conclusion follows. In Prior Analytics 1.29, 45b4-8 he uses 'protasis' to refer to the conclusion when he needs a single expression to refer to both the conclusion and one of the premisses of the syllogism that constitutes the core of a syllogism through the impossible. If we are correct, we have shown that the view that the expression 'the final protasis' in EN 7.3, 1147b9ff must mean 'the final premiss' and so cannot refer to the conclusion of the relevant syllogism is mistaken. (shrink)

Prior Analytics by the Greek philosopher Aristotle and Laws of Thought by the English mathematician George Boole are the two most important surviving original logical works from before the advent of modern logic. This article has a single goal: to compare Aristotle's system with the system that Boole constructed over twenty-two centuries later intending to extend and perfect what Aristotle had started. This comparison merits an article itself. Accordingly, this article does not discuss many other historically and philosophically (...) important aspects of Boole's book, e.g. his confused attempt to apply differential calculus to logic, his misguided effort to make his system of ‘class logic’ serve as a kind of ‘truth-functional logic’, his now almost forgotten foray into probability theory, or his blindness to the fact that a truth-functional combination of equations that follows from a given truth-functional combination of equations need not follow truth-functionally. One of the main conclusions is that Boole's contribution widened logic and changed its nature to such an extent that he fully deserves to share with Aristotle the status of being a founding figure in logic. By setting forth in clear and systematic fashion the basic methods for establishing validity and for establishing invalidity, Aristotle became the founder of logic as formal epistemology. By making the first unmistakable steps toward opening logic to the study of ‘laws of thought’—tautologies and laws such as excluded middle and non-contradiction—Boole became the founder of logic as formal ontology.… using mathematical methods … has led to more knowledge about logic in one century than had been obtained from the death of Aristotle up to … when Boole's masterpiece was published.Paul Rosenbloom 1950. (shrink)

Moral theories may differ not only in the substantive moral principles they assert, but also in their concept of a person or moral agent. Thus, for example, Utilitarianism stresses the ability of a human being to calculate rationally the profit and loss which attend particular actions; and Aristotle bases his Nichomachean Ethics on a moral psychology tied to the notion of harmonious self-development.

Aristotle’s modal syllogistic is his study of patterns of reasoning about necessity and possibility. Many scholars think the modal syllogistic is incoherent, a ‘realm of darkness’. Others think it is coherent, but devise complicated formal modellings to mimic Aristotle’s results. This volume provides a simple interpretation of Aristotle’s modal syllogistic using standard predicate logic. Rini distinguishes between red terms, such as ‘horse’, ‘plant’ or ‘man’, which name things in virtue of features those things must have, and green terms, such as (...) ‘moving’, which name things in virtue of their non-necessary features. By applying this distinction to the Prior Analytics, Rini shows how traditional interpretive puzzles about the modal syllogistic melt away and the simple structure of Aristotle’s own proofs is revealed. The result is an applied logic which provides needed links between Aristotle’s views of science and logical demonstration. The volume is particularly valuable to researchers and students of the history of logic, Aristotle’s theory of modality, and the philosophy of logic in general. (shrink)

The Metaphysics of Good and Evil is the first, full-length contemporary defence, from the perspective of analytic philosophy, of the Scholastic theory of good and evil - the theory of Aristotle, Augustine, Aquinas, and most medieval and Thomistic philosophers. Goodness is analysed as obedience to nature. Evil is analysed as the privation of goodness. Goodness, surprisingly, is found in the non-living world, but in the living world it takes on a special character. The book analyses various kinds of goodness, showing (...) how they fit into the Scholastic theory. The privation theory of evil is given its most comprehensive contemporary defence, including an account of truthmakers for truths of privation and an analysis of how causation by privation should be understood. In the end, all evil is deviance - a departure from the goodness prescribed by a thing's essential nature. Key Features: Offers a comprehensive defence of a venerable metaphysical theory, conducted using the concepts and methods of analytic philosophy. Revives a much neglected approach to the question of good and evil in their most general nature. Shows how Aristotelian-Thomistic theory has more than historical relevance to a fundamental philosophical issue, but can be applied in a way that is both defensible and yet accessible to the modern philosopher. Provides what, for the Scholastic philosopher, is arguably the only solid metaphysical foundation for a separate treatment of the origins of morality. (shrink)

presents a puzzle as to whether Aristotle views morally virtuous activity as happiness, as book 1 seems to indicate, or philosophical contemplation as happiness, as book 10 seems to indicate. The most influential attempts to resolve this issue have been either monistic or inclusivist. According to the monists, happiness consists exclusively of contemplation. According to the inclusivists, contemplation is one constituent of happiness, but morally virtuous activity is another. In this essay I will examine influential defenses of monism. Finding these (...) accounts superior to inclusivism, but still deficient, I will present and defend a dualistic account of happiness in which two different types of happiness, one divine and one human, are present in Nicomachean Ethics. When Aristotle commends contemplation as a happiness that humans can attain, he is careful to specify that this activity corresponds to a capacity (nous) that is not, properly speaking, human, even though humans can exercise it. Contemplation, the divine good, is the highest good that humans can obtain, but it is not the characteristic human good. The characteristic human good corresponds to the specifically and merely human function, which is an activity of the compound of human reason and emotions. (shrink)

All the way through An.Pr. A9 11, Aristotle gives a new and separate proof of each modal syllogism. He does not take the mixed syllogisms as entirely trivial and obvious. He tries to explain them and to establish their validity. And that is where ...

This volume collects Late Ancient, Byzantine and Medieval appropriations of Aristotle's Posterior Analytics, addressing the logic of inquiry, concept formation, the question whether metaphysics is a science, and the theory of demonstration.

This paper examines the relevance and importance of the large number of examples which Aristotle uses in his "Prior Analytics." In the first part of the paper three preliminary issues are raised: First, it investigates what counts as an example in Aristotle's syllogistic, and especially whether only examples expressed in concrete terms should be considered as examples or maybe also propositions and arguments with letters of the alphabet. The second issue concerns the kinds of examples Aristotle actually uses (...) from everyday life as well as from various scientific and philosophical forms of discourse; among these, it seems that biological examples, rather than mathematical ones, have a predominant place. Finally, I discuss what Aristotle himself has to say about the use of examples, and in particular about the similarity between the use of an example and the use of induction. The second part of the paper focusses on the functions of Aristotle's logical examples. It is of course obvious that some of the examples in the Prior Analytics are used to illustrate, and thus to clarify, a definition, a logical rule, a type of argument. However, I think that Aristotle's logical examples have another function, which is philosophically more interesting, namely as integral parts of the procedure of proving something. To support this claim, I analyse three passages from the "Prior Analytics" in which examples are used either in order to prove that something is not the case, i.e. as counter-examples, or in order to prove positively that it is possible for something to be the case. At the end, I argue that for such uses of examples Aristotle uses the notion of 'ekthesis', which seems to have a wider sense than usually suggested; that is to say, it is used to refer to any proof by means of an example, and not only for the procedure which Aristotle uses to reduce imperfect to perfect syllogisms. (shrink)

This paper examines the relevance and importance of the large number of examples which Aristotle uses in his "Prior Analytics." In the first part of the paper three preliminary issues are raised: First, it investigates what counts as an example in Aristotle's syllogistic, and especially whether only examples expressed in concrete terms should be considered as examples or maybe also propositions and arguments with letters of the alphabet. The second issue concerns the kinds of examples Aristotle actually uses (...) from everyday life as well as from various scientific and philosophical forms of discourse; among these, it seems that biological examples, rather than mathematical ones, have a predominant place. Finally, I discuss what Aristotle himself has to say about the use of examples, and in particular about the similarity between the use of an example and the use of induction. The second part of the paper focusses on the functions of Aristotle's logical examples. It is of course obvious that some of the examples in the Prior Analytics are used to illustrate, and thus to clarify, a definition, a logical rule, a type of argument. However, I think that Aristotle's logical examples have another function, which is philosophically more interesting, namely as integral parts of the procedure of proving something. To support this claim, I analyse three passages from the "Prior Analytics" in which examples are used either in order to prove that something is not the case, i.e. as counter-examples, or in order to prove positively that it is possible for something to be the case. At the end, I argue that for such uses of examples Aristotle uses the notion of 'ekthesis', which seems to have a wider sense than usually suggested; that is to say, it is used to refer to any proof by means of an example, and not only for the procedure which Aristotle uses to reduce imperfect to perfect syllogisms. (shrink)

Collected in this volume are ten essays on Islamic philosophy, some of which have appeared before. The topics range from historical observations on the Islamic-European transmission of ideas to detailed examinations of Arabic developments in logic. The most comprehensive discussion of the latter concerns the theory of temporal modalities as found in Avicenna, al-Qazwini al-Katibi, et al. Of much wider interest is the inquiry into the Arabic concern with the notion of "existence." The author surprises the reader here by pointing (...) out that Al-Farabi was the first to deny that existence is an attribute; that Brentano's notion of "intentional inexistence" was anticipated by both Avicenna and Averroes; that certain teachings of al-Qazwini al-Katibi accord exactly with Russell's work concerning vacuous definite descriptions. The work as a whole provides considerable evidence for Rescher's thesis, fully articulated in the final essay, that "there is no such thing as an Arabic philosophy" but only "Greek philosophy carried forward in an Arabic-language setting." Indicative of this is the correspondence between Avicenna's formulation of the "logic of questions" and the Aristotelian table of categories. Another example is the commentary of Ibn al-Salah on Book II of Aristotle's Posterior Analytics. More familiar is the syncretistic Arabic adaptation of the doctrines of Timaeus and De Caelo; this influence is discussed at length with respect to Al Kindi's cosmology. In summation, this author's work fills a number of gaps in the continuity of logical development from the Ancient-Medieval period to that of the early Renaissance.--W. S. (shrink)