For the few scientists that earn a Nobel prize, the im-, D.J. Scalapino, G. Parisi, pact and relevance of their research work is unquestion- S.G. Louie, R. Jackiw, F. Wilczek able. Among the rest of us, how does one quantify the, C. Vafa, M.B. Maple, D.J. cumulative impact and relevance of an individual’s sci- Gross, M.S. Dresselhaus, S.W. Hawkentific research output? In a world of not unlimited reing. sources such quantification (even if potentially distaste- I argue that h is preferable (...) to other single-number cri-. (shrink)

Automne 1876: Nietzsche, jeune professeur de philologie à Bâle, brillant élève de Ritschl, part pour Sorrente, invité par son amie Malwida von Meysenbug. C'est son premier voyage dans le Sud : une découverte qui va changer sa vie et le cours de sa philosophie. C'en est fini des tentatives de renouveler la culture allemande au nom de la cause wagnérienne ; l'auteur de La Naissance de la tragédie (1872) commence sa mue. Paolo D'Iorio dresse la carte de cette métamorphose : (...) lectures et discussions, promenades, explorations des environs avec son ami Paul Rée et l'étudiant Albert Brenner ; il fait revivre cette sociabilité joyeuse et confiante qui fertilise l'élan créateur de Nietzsche. C'est à Sorrente que Nietzsche entreprend la rédaction de Choses humaines, trop humaines, dédié à Voltaire. Cette oeuvre, la première sous forme d'aphorismes, inaugure sa philosophie de la maturité. La rupture avec Wagner qu'il verra alors pour la dernière fois, est intellectuellement consommée bien qu'encore cachée. A la suite de ce voyage, Nietzsche abandonnera sa chaire bâloise et entamera une existence de philosophe sous le signe du Midi entre la Suisse, la France et l'Italie. (shrink)

Inattentional blindness is described as the failure to perceive a supra-threshold stimulus when attention is directed away from that stimulus. Based on performance on an explicit recognition memory test and concurrent functional imaging data Rees, Russell, Frith, and Driver [Rees, G., Russell, C., Frith, C. D., & Driver, J. . Inattentional blindness versus inattentional amnesia for fixated but ignored words. Science, 286, 2504–2507] reported inattentional blindness for word stimuli that were fixated but ignored. The present study examined both (...) explicit and implicit memory for fixated but ignored words using a selective-attention task in which overlapping picture/word stimuli were presented at fixation. No explicit awareness of the unattended words was apparent on a recognition memory test. Analysis of an implicit memory task, however, indicated that unattended words were perceived at a perceptual level. Thus, the selective-attention task did not result in perfect filtering as suggested by Rees et al. While there was no evidence of conscious perception, subjects were not blind to the implicit perceptual properties of fixated but ignored words. (shrink)

In this paper, we provide a logical formalization of the emotion triggering process and of its relationship with mental attitudes, as described in Ortony, Clore, and Collins’s theory. We argue that modal logics are particularly adapted to represent agents’ mental attitudes and to reason about them, and use a specific modal logic that we call Logic of Emotions in order to provide logical definitions of all but two of their 22 emotions. While these definitions may be subject to debate, we (...) show that they allow to reason about emotions and to draw interesting conclusions from the theory. (shrink)

Introduces students to theories that have stood the test of time and those that have provided the historical foundation for the best of contemporary educational theory and practice.

La traduction de l'epistrophe grecque en conversio latine a pu laisser entendre une continuite entre le retour des philosophies grecques neoplatoniciennes et l'evenement religieux proprement chretien de la conversion. Le paradigme en serait le passage de Plotin a Augustin. Mais peut-on oublier que les grecques classiques n'ont pas d'ethique du repentir et que, sans ce rapport au temps de la faute, la constitution de soi n'a ni le meme sens ni le meme lieu? C'est le travail du Centre A.J. Festugiere (...) de Paris X-Nanterre sur les entrecroisements et reprises entre philosophie et religion qui est a l'origine des etudes rassemblees en cet ouvrage. Que nous voyions apparaitre aujourd'hui une nouvelle forme de repentir publique convie a mieux distinguer deux modeles de constitution de soi qui se reconnaissent en ce que l'accent porte tantot sur l'etre et tantot sur le temps. (shrink)

The attempt to develop a systematic approach to the study of consciousness begins with René Descartes (1596–1650) and his ideas still have a major influence today. He is best known for the sharp distinction he made between the physical and the mental (Cartesian dualism). According to Descartes, the body is one sort of substance and the mind another because each can be conceived in terms of totally distinct attributes. The body (matter) is characterized by spatial extension and motion, while the (...) mind is characterized by thought. This characterization of the mind also renders it private, a precursor of the distinction between the first‐person and the third‐person perspectives. Today, most scientists do not accept dualism, instead believing that mind somehow emerges from the physical properties of the brain. However, the distinction between mind and matter is still perceived as being so clear‐cut that explaining how mind can emerge from matter, and reconciling the first‐person and third‐person perspectives, remain the hardest problems facing the student of consciousness. (shrink)

First published in 2000. Routledge is an imprint of Taylor & Francis, an informa company.

According to history texts, philosophers searched for a unifying natural law whereby natural phenomena and numbers are related. More than 2300 years ago, Aristotle postulated that nature requires minimum energy. More than 220 years ago, Euler applied the minimum energy postulate. More than 200 years ago, Lagrange provided a mathematical “proof” of the postulate for conservative systems. The resulting Principle of Least Action served only to derive the differential equations of motion of a conservative system. Then, 170 years ago, Hamilton (...) presented what he claimed to be a “general method in dynamics.” Hamilton's resulting “Law of Varying Action” was supposed to apply to both conservative and non-conservative systems and was supposed to yield either the differential equations of motion or the integrals of those differential equations. However, no direct evaluation of the integrals of motion ever resulted from Hamilton's law of varying action. In 1975, a scant 29 years ago, following five years of controversy with engineer mechanicians, Dr. Wolfgang Yourgrau, Editor, Foundations of Physics, published my first paper based on Aristotle's postulate, without mathematical proof. That and subsequent papers present, through applications, a true “general method in dynamics.” In this essay, I present the mathematical proof that is missing from my 1975 and subsequent papers. Six fundamental integrals of analytical mechanics are derived from Aristotle's postulate. First, however, Hamilton must be revisited to show why his H function and his “force function” prevents the law of varying action from being the general method in dynamics that he claimed it to be. I have found that Hamilton’s Law of Varying Action (HLVA), as Hamilton presented it, cannot be applied to systems for which the force function is non-integrable. In 1972, Dr. B.E. Gatewood and Dr. D.P. Beres (then a graduate student) discovered that the end-point term associated with the principle of least action does not vanish. I named the new equation, “the general energy equation.” In 1973, because I was doing with it what Hamilton claimed could be done with HLVA, I simply assumed that this new equation was HLVA. I gave the new equation the misnomer HLVA. In 2001, I learned that I had made a grave mistake. I found that HLVA is at most a special case of the general energy equation. My interpretation of Aristotle's postulate permits one to by-pass the differential equations of motion completely for both conservative and non-conservative systems (no calculus of variations). (shrink)