This work has been selected by scholars as being culturally important and is part of the knowledge base of civilization as we know it. This work is in the public domain in the United States of America, and possibly other nations. Within the United States, you may freely copy and distribute this work, as no entity (individual or corporate) has a copyright on the body of the work. Scholars believe, and we concur, that this work is important enough to be (...) preserved, reproduced, and made generally available to the public. To ensure a quality reading experience, this work has been proofread and republished using a format that seamlessly blends the original graphical elements with text in an easy-to-read typeface. We appreciate your support of the preservation process, and thank you for being an important part of keeping this knowledge alive and relevant. (shrink)

Die Entwicklungsgeschichte des Lebens in all ihrer Lückenhaftigkeit läßt doch schon ersehen, wie sich der Intellekt kraft ununterbrochenen Fortschritts in aufsteigender Linie, über die Reihe der Wirbeltiere hin bis zum Menschen, herausgebildet hat. Sie zeigt uns in der Fähigkeit des Verstehens einen Ausläufer der Fähigkeit des Handelns, eine immer schärfere, immer mehrgliedrigere, immer geschmeidigere Anpassung des Lebewesens an die gegebenen Existenzbedingungen. Woraus zu folgern wäre, daß unser Intellekt im engeren Sinn des Worts dazu bestimmt sei, die vollkommene Verwebung unseres Körpers (...) in seine Umgebung zu sichern, die Beziehungen der äußeren Dinge aufeinander vorzustellen, kurz: dazu, die Materie zu denken. Und tatsächlich wird dies einer der Schlüsse unserer Arbeit sein. (shrink)

This paper assesses the prospects of combining the distinctive strengths of the two major educational research programs of critical thinking and critical pedagogy—or, described more accurately, overcoming their shared limitations—in a new and superior educational objective called criticality. Several recent proposals explore the possibilities of engaging in bridge-building between these camps. The plan is that the distinctive strengths of these paradigms—the logical and epistemological precision of critical thinking together with the socio-political consciousness of critical pedagogy—could complement each other, while the (...) associated adjustments to the overall picture could also help us to address their shared shortcomings. This gives us a new and more grounded educational goal of criticality, as suggested and developed independently by a growing number of thinkers. This article joins the ongoing conversation but provides a more counterreactionary tone by striving to vindicate the traditional mainstream conception of critical thinking. I maintain that despite their admirable ambitions, the various expressions of criticality do not succeed in combining the best parts of critical thinking and critical pedagogy, since on a deep metatheoretical level these two paradigms have irreconcilable core principles. First, I argue that the depiction of the failures of critical thinking used to motivate criticality is to a large degree a straw man: in actuality, the existing conceptualization of critical thinking can already do the desired extra socio-political educational work, so there really is no pressing need for the suggested augmentations. Second, the traditional worries of indoctrination, which have followed critical pedagogy since the inception of this educational movement, still remain unresolved within criticality. The only way to address this concern successfully is to lean on critical thinking as the core of our educational theory, bringing us right back to where we started. (shrink)

The article by Dupras and Bunnik. makes a fundamental contribution in the context of the current boom in personalized medicine. We propose an additional crit...

La philosophie n'est pas seulement le retour de l'esprit à lui-même, la coïncidence de la conscience humaine avec le principe vivant d'où elle émane, une prise de contact avec l'effort créateur. Elle est l'approfondissement du devenir en général, l'évolutionnisme vrai, et par conséquent le vrai prolongement de la science - pourvu qu'on entende par ce dernier mot un ensemble de vérités constatées ou démontrées, et non pas une certaine scolastique nouvelle qui a poussé pendant la seconde moitié du XIXe siècle (...) autour de la physique de Galilée, comme l'ancienne autour d'Aristote. (shrink)

The possibility of employing human enhancement interventions to aid in future space missions has been gaining attention lately. These possibilities have included one of the more controversial kinds of enhancements: biomedical moral enhancement. However, the discussion has thus far remained on a rather abstract level. In this paper we further this conversation by looking more closely at what type of interventions with what sort of effects we should expect when we are talking about biomedical moral enhancements. We suggest that a (...) more grounded way to picture moral enhancement, at least in the near term, is to envision a form of cognitive enhancement that also provides some moral benefits by heightening the enhanced person's capability for acting according to their own subjective moral code. While this concept of moral adherence enhancement also has relevance for the moral enhancement discussion more widely, in this paper we apply it specifically in the context of space missions. We argue that there are weighty reasons to consider making biomedical enhancements of the proposed kind a mandatory feature of early-phase long-distance space travel because these missions are high-stakes in nature and take place in an environment where the enhancement could be seen as conferring important advantages while negating many of the traditional arguments weighed against it. (shrink)

Volume 20, Issue 7, July 2020, Page W1-W1.

One of the requirements in the Dutch regulation for euthanasia and assisted suicide is that the doctor must be satisfied ‘that the patient's suffering is unbearable, and that there is no prospect of improvement.’ In the notorious Chabot case, a psychiatrist assisted a 50 year old woman in suicide, although she did not suffer from any somatic disease, nor strictly speaking from any psychiatric condition. In Seduced by Death, Herbert Hendin concluded that apparently the Dutch regulation now allows physicians to (...) assist anyone in suicide simply because he or she is unhappy.In this paper, I reject Hendin's conclusion and in particular his description of Mrs Boomsma as someone who was ‘simply unhappy.’ After a detailed narration of her lifestory, I turn to the American philosopher Harry Frankfurt's account of volitional incapacity and love for a more accurate characterization of her suffering. Having been through what she had, she could only go on living as another person than the one she had been when she was a happy mother. That would have violated her integrity, and that she could not bring herself to do. (shrink)

This volume brings together generous selections from his major texts: Time and Free Will, Matter and Memory, Creative Evolution, Mind-Energy, The Creative Mind, The Two Sources of Morality and Religion and Laughter. In addition it features material from the Melanges never before translated in English, such as the correspondence between Bergson and William James. The volume will be an excellent textbook for pedagogic purposes and a helpful source book for philosophers working across the analytic/continental divide.

Cet ouvrage n'est ni un commentaire ni une explication d'obedience historiciste ou deterministe. Par questionnement, lecture et interpretation, l'auteur a voulu produire une semantique philosophique. La doctrine des idees est ainsi reexaminee a la convergence des problemes du langage, de la science et de la cite (logos, episteme, polis). Elle ne peut plus des lors etre interpretee sous l'hypothese de l' idealisme. Elle se manifeste comme une serie de questions de sens ou s'indique une philosophie de la raison. Partout ou (...) le logos nous porte, c'est la qu'il faut aller, tel en serait le mot d'ordre, mais avec la precision qu'a l'articulation du mythique et du theorique, du tragique et du philosohique, et plus profondement de la deraison et du logos, le rationalisme platonicien n'est fait que de raison. (shrink)

This review of Turner’s “Computational Artifacts” focuses on one of the key novelties of the book, namely the proposal to understand the nature of computer programs as a “trinity” of specification, symbolic program, and physical process, replacing the traditional dualist views of programs as functional/structural or as symbolic/physical. This trinitarian view is found to be robust and helpful to solve typical issues of dualist views. Drawing comparisons with Simon’s view of the artifact as an interface, the author suggests that this (...) trinitarian view may characterize not only computational artifacts but also artifacts in general. One ambiguity is however noticed on the denotation of what Turner actually calls the “physical process.”. (shrink)

Idées politiques et économiques au XVIe siècle.--Vie et écrits de Jean Bodin.--Analyse et commentaire de la République.

On the nature of mathematical reasoning -- Mathematical magnitude and experience -- Non-Euclidian geometries -- Space and geometry -- Experience and geometry -- Classical mechanics -- Relative and absolute motion -- Energy and thermodynamics -- Hypotheses in physics -- Theories of modern physics -- Probability calculus -- Optics and electricity -- Electrodynamics -- The end of matter.

RésuméNous introduisons la notion de structure algébrique dynamique, inspirée de l'évaluation dynamique et de la théorie des modèles. Nous montrons comment cette notion constructive permet une relecture de la théorie d'Artin-Schreier, avec la modification capitale que le résultat final est alors établi de manière constructive. Nous pensons que ce que nous avons réalisé ici sur un cas d'école peut être généralisé à des parties significatives de l'algèbre classique, et est donc une contribution à la réalisation du programme de Hilbert pour (...) l'algèbre classique.We introduce the notion of “Dynamic Algebraic Structure” inspired by Dynamic Evaluation and Model Theory. We show that this constructive notion allows a rereading of the Artin-Schreier-Robinson solution for the 17th Hilbert Problem. So, once we know how to reread the proofs, this kind of abstract theory contains an algorithm which computes the concrete result . Our method gives a constructive semantic for certain parts of abstract classical mathematics.The idea is the following: replace the classical algebraic structures “constructed” by Choice and Principle of Third Excluded Middle , by DAS and dynamic evaluations of these DAS. Then TEM is replaced by construction of branching in the trees of dynamic evaluation of the DAS. If Choice is used in the form of Godel completeness theorem, it is not really necessary to use it for obtaining concrete results: in DAS, Choice is simply replaced by … nothing!. This is because the classical proof is by contradiction: “if there were not a sum of squares then some formal theory would admit a pathological model”. The constructive reasoning is more direct: since the pathological theory proves 0 = 1 we know how to construct the sum of squares … and classical models have disappeared in the proof. They are replaced by dynamic evaluations of DAS. We think that we have given, for an academic example, a new method, realizing a kind of Hilbert Program for significant parts of classical algebra. (shrink)

Self-organization -- Organisms, finalisms, programs, machines -- Spinoza -- Judaism, determinism, and rationalities -- Fabricating the living -- Ethics.

This volume presents a collection of about 80 very brief, accessible essays written by international experts from medicine, social sciences, and the humanities, ...

La relation de Descartes a saint Augustin a souvent ete etudiee. Tous les historiens de Descartes y font plus ou moins allusion, en particulier a l'occasion du cogito, quand ils pensent aux sources de sa philosophie: ceux de saint Augsuti aussi, quand ils envisagent l'influence de sa doctrine. Si le present livre reprend les diverses questions que cette relation peut poser, c'est evidemment avec la volonte de les voir sous un autre eclairage.

Mit diesem 1957 von Gilles Deleuze zusammengestellten Band, der in einer kongenialen Aneinanderreihung von Textpassagen aus allen wichtigen Werken Bergsons einen guten Überblick über das Bergsonsche Denken vermittelt, begann die Wiederentdeckung Bergsons in Frankreich nach dem Zweiten Weltkrieg. Dabei wird sichtbar, dass es neben der Intuition, dem Gedächtnis und dem *élan vital* vor allem die Dauer ist, die begrifflich im Mittelpunkt von Bergsons Philosophie steht. Sämtliche Texte wurden von Margarethe Drewsen einheitlich neu übersetzt; der Band lässt sich dadurch wie eine (...) kompakte Einführung aus Bergsons eigener Feder lesen. (shrink)

A possible relevant meaning of Hilbert’s program is the following one: “give a constructive semantic for classical mathematics”. More precisely, give a systematic interpretation of classical abstract proofs about abstract objects, as constructive proofs about constructive versions of these objects.If this program is fulfilled we are able “at the end of the tale” to extract constructive proofs of concrete results from classical abstract proofs of these results.Dynamical algebraic structures or geometric theories seem to be a good tool for doing this (...) job. In this setting, classical abstract objects are interpreted through incomplete concrete specifications of these objects.The structure of axioms in geometric theories gives rise in a natural way to distributive lattices and pointfree topological spaces. Abstract objects correspond to classical points of these pointfree spaces.We shall insist on the Zariski spectrum of distributive lattices and commutative rings and give a constructive interpretation of the Krull dimension.We underline the fact that many abstract objects in classical mathematics can be viewed as points of spectral spaces corresponding to distributive lattices whose definition is concrete and natural.Two important facts are to be stressed.First, abstract proofs about points of these pointfree spaces can very often be reread as constructive proofs about constructible subsets of these spaces.Second, function spaces on these pointfree spaces are often explicitly used in elegant abstract theories. The structure of these function spaces is fully constructive: indeed by the compactness theorem, “all is finite”. The constructive rereading of the abstract proofs is in this setting is nothing but the simple constatation that abstract proofs use correctly axioms.RésuméUne manière pertinente de revisiter le Programme de Hilbert serait la suivante: « donner une sémantique constructive pour les mathématiques classiques ». Plus précisément donner une interprétation systématique des preuves classiques abstraites au sujet des objets abstraits, en terme de preuves constructives au sujet de contreparties constructives de ces objets abstraits.Si ce programme est rempli, nous sommes capables « à la fin de l’histoire » d’extraire des preuves constructives de résultats concrets à partir des preuves classiques abstraites de ces résultats.Les structures algébriques dynamiques, ou ce qui revient à peu près au même les théories géométriques, semblent être un bon outil pour réaliser ce travail. Dans cette optique, les objets abstraits des mathématiques classiques sont remplacés par des spécifications incomplètes mais concrètes de ces mêmes objets.La structure des théories géométriques donne naissance de manière naturelle à des treillis distributifs et à des espaces topologiques sans points. Les objets abstraits utilisés par les mathématiques classiques correspondent aux points classiques de ces espaces sans points.Dans cet article, nous illustrerons ce phénomène principalement avec le spectre de Zariski des treillis distributifs et celui des anneaux commutatifs, en indiquant notamment un équivalent constructif de la notion de dimension de Krull.Nous insistons sur le caractère extrêmement général de l’interpétation des objets abstraits idéaux des mathématiques classiques comme des points d’espaces spectraux associés à des treillis distributifs qui sont définis de façon naturelle et concrète.Souligons deux faits d’expérience importants.Tout d’abord, les preuves abstraites au sujet des points de ces espaces sans points peuvent en général être relues comme des preuves concernant les parties constructibles de ces espaces.Enfin, les espaces de fonctions continues sur ces espaces sans points sont souvent utilisés dans d’élégantes théories abstraites. Ces espaces de fonctions sont bien définis constructivement. Cela tient au « théorème de compacité » qui nous dit que dans le cadre en question « tout est fini ». La relecture constructive des preuves abstraites n’est alors rien d’autre que la constatation que les axiomes géométriques sont utilisés de manière correcte. (shrink)