In early major works, Cassirer and Schlick differently recast traditional doctrines of the concept and of the relation of concept to intuitive content along the lines of recent epistemological discussions within the exact sciences. In this, they attempted to refashion epistemology by incorporating as its basic principle the notion of functional coordination, the theoretical sciences' own methodological tool for dispensing with the imprecise and unreliable guide of intuitive evidence. Examining their respective reconstructions of the theory of knowledge provides an axis (...) of comparison along which to locate Cassirer's Neo-Kantianism and Schlick's pre-positivist empiricism, and an immediate background of contrast to the subsequent rise of logical empiricism. For in the absence of intuition all our knowledge is without objects and therefore remains entirely empty. (Kant A62/B87) And how awkward is the human mind in diving the nature of things when forsaken by the analogy of what we see and touch directly? (Boltzmann 1895). (shrink)

The variety DMM of De Morgan monoids has just four minimal subvarieties. The join-irreducible covers of these atoms in the subvariety lattice of DMM are investigated. One of the two atoms consisting of idempotent algebras has no such cover; the other has just one. The remaining two atoms lack nontrivial idempotent members. They are generated, respectively, by 4-element De Morgan monoids C4 and D4, where C4 is the only nontrivial 0-generated algebra onto which finitely subdirectly irreducible De Morgan monoids may (...) be mapped by noninjective homomorphisms. The homomorphic preimages of C4 within DMM constitute a proper quasivariety, which is shown to have a largest subvariety U. The covers of the variety within U are revealed here. There are just ten of them. In exactly six of these ten varieties, all nontrivial members have C4 as a retract. In the varietal join of those six classes, every subquasivariety is a variety—in fact, every finite subdirectly irreducible algebra is projective. Beyond U, all covers of [or of ] within DMM are discriminator varieties. Of these, we identify infinitely many that are finitely generated, and some that are not. We also prove that there are just 68 minimal quasivarieties of De Morgan monoids. (shrink)

How are love and justice related? Iris Murdoch characterizes the former by drawing on the latter. Love, she maintains, is just attention, which in turn triggers acts of compassion. Arguably, for Murdoch, love is the most important moral activity. By engaging in love, she maintains, moral agents progress on their journey from appearances to reality. Through love, they overcome selfish leanings, acquire a clearer vision of the world and, importantly, other individuals, which in turn enables them to act increasingly well. (...) In this paper, I lay Murdoch’s account of love alongside of Aristotle’s notion of philia. Ultimately, I argue that both Murdochian love and Aristotelian philia are crucial for enabling moral progress. I proceed as follows: First, I introduce Murdoch’s view. I then propose a novel reading of an argument from Aristotle’s Nicomachean Ethics in order to explain what I shall call his necessity claim (NC): philia is necessary to a flourishing life. Along the way, I point out ways in which Murdoch’s and Aristotle’s accounts are mutually illuminating. (shrink)

This book comes strongly to the defence of educational theory and shows that it has a structure and integrity of its own. The author argues that the validity of educational theory may best be judged in terms of the various assumptions made in it. His argument is illustrated by a review and critique of some particularly influential theories of education: those of Plato, Rousseau, James Mill and John Dewey. He stresses the need for an on-going, contemporary, general theory of education (...) and examines the ways in which the disciplines of psychology, sociology and philosophy can contribute to a general theory of this kind. (shrink)

Agent-relative consequentialism is thought attractive because it can secure agent-centred constraints while retaining consequentialism's compelling idea—the idea that it is always permissible to bring about the best available outcome. We argue, however, that the commitments of agent-relative consequentialism lead it to run afoul of a plausibility requirement on moral theories. A moral theory must not be such that, in any possible circumstance, were every agent to act impermissibly, each would have more reason to prefer the world thereby actualized over the (...) world that would have been actualized if every agent had instead acted permissibly. (shrink)

We characterize, in syntactic terms, the ranges of epimorphisms in an arbitrary class of similar first-order structures. This allows us to strengthen a result of Bacsich, as follows: in any prevariety having at most \ non-logical symbols and an axiomatization requiring at most \ variables, if the epimorphisms into structures with at most \ elements are surjective, then so are all of the epimorphisms. Using these facts, we formulate and prove manageable ‘bridge theorems’, matching the surjectivity of all epimorphisms in (...) the algebraic counterpart of a logic \ with suitable infinitary definability properties of \, while not making the standard but awkward assumption that \ comes furnished with a proper class of variables. (shrink)

It was shown recently that epimorphisms need not be surjective in a variety K of Heyting algebras, but only one counter-example was exhibited in the literature until now. Here, a continuum of such examples is identified, viz. the variety generated by the Rieger-Nishimura lattice, and all of its (locally finite) subvarieties that contain the original counter-example K . It is known that, whenever a variety of Heyting algebras has finite depth, then it has surjective epimorphisms. In contrast, we show that (...) for every integer $n \geq 2$ , the variety of all Heyting algebras of width at most n has a non-surjective epimorphism. Within the so-called Kuznetsov-Gerčiu variety (i.e., the variety generated by finite linear sums of one-generated Heyting algebras), we describe exactly the subvarieties that have surjective epimorphisms. This yields new positive examples, and an alternative proof of epimorphism surjectivity for all varieties of Gödel algebras. The results settle natural questions about Beth-style definability for a range of intermediate logics. (shrink)

So Pearson. The strange series of hypodochmiacs here and atO.T.1207 ff., with brevis in longo without pause atAj.421 andO.T.1208, seems metrically self-contained, despite their syntactical interdependence (esp.Aj.421–2οὐκέτ' ἄνδρα μὴ | τόνδ' ἴδητ', so that the word-overlap ofοἷονinto iambics in Pearson's text is unlikely.ἑξερῶ μέγαshould therefore be writtenplena scriptura. Thenοἷον οὔτιν' ἁ Τροί|α στρατοῦ…is possible, but the ithyphallic with word-overlap, sometimes found in the syncopated iambics of Aeschylus, is foreign to Sophocles. Divideἐξερῶ μέγα, | οἷον οὔτινα | Τροία…Thenϕίλοι τοῖσδ' ὁμοῦ = (...) οἷον οὔτινα, i.e.δ= hyp., which is not certainly found, and the antistrophe has two syllables extra. (shrink)

Traces the development of the concepts of time, cosmology, and creation in medieval Jewish philosophy.

Sanskrit text with Hindi verse translation of Aṣṭāvakragītā, work on Vedanta philosophy.

The purpose of this article is to discuss at greater length two problems raised by Mr. D. J. Mosley towards the end of his discussion of the Athenian Embassy to Sparta in 371 published in Proceedings of the Cambridge Philological Society N.s. viii, 41 ff. The first of these problems concerns the policy pursued by Callistratus at this peace-conference, the second the effect on their audience of the divergent speeches of three of the Athenian ambassadors, Callias, Autocles, and Callistratus, which (...) Xenophon reports. (shrink)

In speaking of Demosthenes' conduct in the period between his return to Athens after the peace agreement with Macedon and Philip's death Aeschines refers to only one specific incident, the attempt by Demosthenes to have himself elected What this position was has never been satisfactorily explained.

Glos, who had been in command of the fleet and was married to the daughter of Tiribazus, fearful that it might be thought that he had cooperated with Tiribazus in his plan and that he would be punished by the King, resolved to safeguard his position by a new project of action. Since he was well supplied with money and soldiers and had furthermore won the commanders of the triremes to himself by acts of kindness, he resolved to revolt from (...) the King. (shrink)

At Book 15, chapter 76, Diodorus Siculus says that during the Attic year 366/5, at the same time as the Thebans won possession of the Attic border district of Oropus, the King of Persia sent ambassadors and persuaded the Greeks to put an end to their wars and to conclude Common Peace )); this peace, he adds, was more than five years after the battle of Leuctra.

Aristotle distinguishes friendships of pleasure or utility from more valuable ‘character friendships’ in which the friend cares for the other qua person for the other’s own sake. Aristotle and some neo-Aristotelians require such friends to be fairly strictly symmetrical in their separateness of identity from each other, in the degree to which they identify with each other, and in the degree to which they are virtuous. We argue that there is a neglected form of valuable friendship–neither of friendship nor utility–that (...) allows significant asymmetries. We know of no sustained discussion of such ‘asymmetrical’ friendships in the literature. (shrink)

According to classical theism, impassibility is said to be systematically connected to divine attributes like timelessness, immutability, simplicity, aseity, and self-sufficiency. In some interesting way, these attributes are meant to explain why the impassible God cannot suffer. I shall argue that these attributes do not explain why the impassible God cannot suffer. In order to understand why the impassible God cannot suffer, one must examine the emotional life of the impassible God. I shall argue that the necessarily happy emotional life (...) of the classical God explains why the impassible God cannot suffer. (shrink)

Super commentary on Śaṅkara's commentary on Brahmasūtra of Bādarāyaṇa, work on Vedanta philosophy.

Interpretative writings on Brahmasūtraśaṅkarabhāṣyam, Saundaryalaharī and Vakyavrtti, three works of Śaṅkarācārya.

Mārgi Saṅgīta in Upaniṣadic times -- Emotion, aesthetics, bioenergy fields : a brief introduction of the archetypal/historical/living singer effect in the Indian psyche -- Indian aesthetics : the personal and impersonal.