Barsalou's interesting model might benefit from defining simulation and clarifying the implications of prior critiques for simulations (and not just for perceptual symbols). Contrary to claims, simulators (or frames) appear, in the limit, to be amodal. In addition, the account of abstract terms seems extremely limited.

A very slight reading of Clement of Alexandria is enough to prove how deeply he is indebted to Plato both in respect of language and of thought. Quotations from Plato are to be found throughout Clement's works, and in many cases acknowledgment is made of their origin. In addition there are frequent allusions, which for the most part the student of Plato can easily recognize. Clement invariably shows a profound respect for the Greek philosopher, whom he looks upon as a (...) seeker after truth and as an authority, we may almost say, second only to the Scriptures. A careful comparison of the Protrepticus with the Phaedrus, results of which are given below, will furnish a striking illustration of the close dependence of Clement upon Plato. The Protrepticus is a short work, occupying in space not more than one–twelfth of Clement's extant writings, while the Phaedrus is even smaller in proportion to the whole of Plato. It is remarkable that so much inter-connexion should be found in so small a field, especially when we remember that the references to the Phaedrus represent by no means the whole of Clement's drawing upon Plato in the Protrepticus. There are allusions also to the Theaetetus, Republic, Charmides, Laws and Epistles, and possibly to the Politicus, Cratylus, Philebus, Symposium and Apology. (shrink)

Nick Zangwill has done more than any person recently to resuscitate aesthetic formalism. I say "resuscitate" because formalism has not been in favor for several decades. Zangwill writes that "Aesthetic Formalism has fallen on hard times. At best it receives unsympathetic discussion and swift rejection. At worse it is the object of abuse and derision." The reasons many today believe aesthetic formalism is not viable have been the subject of discussion since the pendulum swing away from New Criticism, via the (...) work of William Wimsatt, Cleanth Brooks, Clement Greenberg, André Levinson, and Heinrich Wolfflin. Most of these reasons have been discussed thoroughly, and those that I will review here that have been discussed I will spend little time reconsidering. I believe, though, that there are a few more reasons why formalism has fallen on hard times, reasons that have not been much discussed, or at least not directly. They are the subject of this article. (shrink)

A contribution at the intersection between Freudian psychoanalysis and Christian thought, Eros Crucified argues for the need of a Christian revision of the Freudian account of desire. Psychoanalysi...

From the historical roots of second-wave feminism to current debates about feminist theory and politics. This introduction to Anglo-American feminist thought provides a critical and panoramic survey of dominant trends in feminism since 1968. Feminism is too often considered a monolithic movement, consisting of an enormous range of women and ideologies, with both similar and different perspectives and approaches. The book is divided into two parts, the first of which takes a close look at the most influential strands of feminism: (...) liberal feminism, Marxist/socialist feminism, radical feminism, lesbian feminism, and black feminism. In later chapters, Whelehan ties these complexities of, and conflicts within, feminism. The role and relationship of men to feminism, and feminism's often thorny relationship to postmodernism, are also the subject of chapter length treatment. Concluding with a provocative discussion of the much-heralded advent of post-feminism and the rise of the new feminist superstars such as Camille Paglia, Naomi Wolf, Susan Faludi, and Katie Roiphe, Modern Feminist thought is an ideal text for students and a book no feminist teacher or activist should be without. (shrink)

In the Transcendental Aesthetic (TA), Kant is typically held to make negative assertations about “things in themselves,” namely that they are not spatial or temporal. These negative assertions stand behind the “neglected alternative” problem for Kant’s transcendental idealism. According to this problem, Kant may be entitled to assert that spatio-temporality is a subjective element of our cognition, but he cannot rule out that it may also be a feature of the objective world. In this paper, I show in a new (...) way how Kant’s view (focusing on his conclusions about space) is not subject to this objection, by showing that he does not make the denial about mind-independent reality that he is typically held to make. The argument develops consequences of a new reading of Kant’s expression “an sich selbst” (‘in itself’; ‘in themselves’). I argue that “an sich selbst” or “per se” has a special, judgment-level role, so that this expression does not form new noun-terms adjectivally. It follows that the conceptual unit of Kant’s “Conclusions” in the TA is simply “things” (Dinge), since “things in themselves” is not a nominal expression; Kant adopts the Wolffian ontological use of “thing” as the basic kind-term for any existent. The arguments that things per se are not in space are arguments that space cannot be a necessary property or relations of things as a kind. I show that this does not involve the positive claim about mind-independent reality that inspires the neglected alternative objection. (shrink)

In this paper, we point out that explainability is useful but not sufficient to ensure the legitimacy of algorithmic decision systems. We argue that the key requirements for high-stakes decision systems should be justifiability and contestability. We highlight the conceptual differences between explanations and justifications, provide dual definitions of justifications and contestations, and suggest different ways to operationalize justifiability and contestability.

El estudio de una Educación para la Revolución a una Revolución en la Educación se refiere al Proceso político de la Independencia de Venezuela (1810 - 1830) respecto al imperio español y su incidencia en la teoría republicana de la educación ideada por el Libertador Simón Bolívar en el marco ..

In this paper we elaborate on the question how to bridge the gap between contemporary (New) music and the tradition of the past, often called ‘classical’ music. First we analyze the notion of tradition (in classical music) as being distinct from traditional music, nationalism and traditionalism. A central role in this paper is dedicated to the role of counterpoint education following J.J. Fux’s Gradus ad Parnassum in the development of Central-European classical music between the late Renaissance and late Romantic periods. (...) The developments in the 20th century New Music reveal several important trend breaks. The controversies raised during the early Renaissance, regarding the practice of polyphonic singing, are discussed with respect to their impact on music development in later ages. From these controversies and the re-discovery of Nicholas de Cusa’s view on mysticism, the experience of the non-experience in polyphonic music is elucidated. Herewith, an illuminative heuristic is found in the enfolding-unfolding paradigm both in music and pictural arts, from the Renaissance till the present. (shrink)

Asperó and Schindler have completely solved the Axiom [Formula: see text] vs. [Formula: see text] problem. They have proved that if [Formula: see text] holds then Axiom [Formula: see text] holds, with no additional assumptions. The key question now concerns the relationship between [Formula: see text] and Axiom [Formula: see text]. This is because the foundational issues raised by the problem of Axiom [Formula: see text] vs. [Formula: see text] arguably persist in the problem of Axiom [Formula: see text] vs. (...) [Formula: see text]. The first of our two main theorems is that Axiom [Formula: see text] is equivalent to Axiom [Formula: see text], and as a corollary we show that Axiom [Formula: see text] fails in all the known models of [Formula: see text]. This suggests that [Formula: see text] actually refutes Axiom [Formula: see text]. Our second main theorem is that the [Formula: see text] Conjecture holds assuming [Formula: see text]. This is the strongest partial result known on this conjecture which is one of the central open problems of [Formula: see text]-theory and [Formula: see text]-logic. These results identify a fundamental asymmetry between the Continuum Hypothesis and any axiom which is both [Formula: see text]-expressible and which implies [Formula: see text], on the basis of generic absoluteness for the simplest of the nontrivial sentences of Third-Order Number Theory. These are the [Formula: see text]-sentences with no parameters. Such sentences are those which simply assert the existence of a set [Formula: see text] for which some property involving only quantification over [Formula: see text] holds. (shrink)