1,114 matches
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de muncă și dezvoltarea durabilă a României: abordări teoretico-metodologice, sistem de indicatori și modele de analiză, Editura Expert, București, 2005. Libertate și necesitate la Kant, Hegel și Marx (Liberty and necessity at Kant, Hegel and Marx) Emanuel COPILAȘ Abstract. The problem of liberty is one of the most important topics that modernity hâd struggled with. This essay follows the limits of liberty aș they were theorised by three of the most important philosophers of the 18th and 19th centuries: Kant, Hegel
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that its relation with necessity varies regarding time and place but, on the whole, Hegel's approach to the matter is the most balanced and trustworthy, even if Kant and Marx ofered their own valuable insights and critics to the problem of modern freedom. Keywords: freedom, necessity, phenomenon, noumenon, recognition, politics Libertate și necesitate: o scurtă introducere Distincția pe care o abordez în cadrul acestui eseu nu este una nouă. Pentru filozofii stoici, de exemplu, conștientizarea lanțului de necesități permanente la care
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1997 "Thick epistemic access: Distinguishing the mathematical from the empirical", The Journal of Philosophy 94: 472-84. Azzouni, J. 1998 "On "On what there is"", Pacific Philosophical Quarterly 79, 1-18. Azzouni, J. 2000 "Applying mathematics: An attempt to design a philosophical problem.", The Monist 82, 2: 209-27. Azzouni, J. 2004 Deflating Existential Consequence: A Case for Nominalism. Oxford University Press. Ayer, A. J. 1987 Language, Truth, and Logic, Penguin Books. Baker, A. 2001 "Mathematics, indispensability and scientific progress", Erkenntnis, 55/1 (July
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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M. 1978 "Mathematics, explanation and scientific knowledge", Noûs, Vol. 12, No. 1 (Mar.), pp. 17-28. Steiner, M. 1989 "The applicability of mathematics to natural science", Journal of Philosophy 86, 449-480. Steiner, M. 1998 The applicability of mathematics as a philosophical problem, Cambridge University Press, Cambridge, MA. Steiner, M. 2005 "Mathematics applicability and application" in The Oxford Handbook of Philosophy of Mathematics Shapiro, Stewart (Editor). K Stanford 2000 "An antirealist Explanation of the Success of Science", Philosophy of Science 67. Stump, D.
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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Philosophy of Science. Suppe, F. 2000 "Understanding Scientific Theories", Philosophy of Science 67. Teller, P. 1980 "Computer Proof", The Journal of Philosophy. Teller, P. 1986 "Relational Holism and Quantum Mechanics", Brit. J. Phil. Sci. 37. Tymoczko, Thomas 1979 "The Four-Color Problem and its Philosophical Significance" Journal of Philosophy 76 (2):57-83. Tymoczko, Thomas 1980 "Computers, Proofs and Mathematicians: A Philosophical Investigation of the Four-Collor Proof", Mathematics Magazine, vol. 53, no. 3, may. van Fraassen, B. C. 1976 "The Einstein-Podolsky-Rosen Paradox" in
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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argument en faveur de la faillibilité des mathématiques. Mots-clés: l'applicabilité des mathématiques, le statutspécial des mathématiques, la faillibilité des mathématiques, l'empirisme, Wigner, le platonisme, le nominalisme Summary* In this paper, the author intends to bring back into discussion the problem of the applicability of mathematics so important for Kant, but which came to be mostly neglected in the contemporary philosophy of mathematics trying to argue, starting from it, for an empiricist view in the philosophy of mathematics. The strategy that
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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in the contemporary philosophy of mathematics trying to argue, starting from it, for an empiricist view in the philosophy of mathematics. The strategy that the author intends to follow consists, broadly, in an attempt to draw the attention to a problem that appears when we consider the utility of mathematics in physics (Why is it possible that mathematics serves so well the physician? If mathematics has its own subject of study and its own methods for studying it and evolves according
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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has its own subject of study and its own methods for studying it and evolves according to its own internal dynamics, how is it that it can play such an important indispensable, according to some philosophers role in science?) a problem that is different from the challenge of Wigner and Steiner and from the problem of coordination that appears at logical positivists -, followed by an argument for the idea that the only way to respond to this problem would be that
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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evolves according to its own internal dynamics, how is it that it can play such an important indispensable, according to some philosophers role in science?) a problem that is different from the challenge of Wigner and Steiner and from the problem of coordination that appears at logical positivists -, followed by an argument for the idea that the only way to respond to this problem would be that of adopting an empiricist doctrine in the philosophy of mathematics. The book is structured
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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in science?) a problem that is different from the challenge of Wigner and Steiner and from the problem of coordination that appears at logical positivists -, followed by an argument for the idea that the only way to respond to this problem would be that of adopting an empiricist doctrine in the philosophy of mathematics. The book is structured in five chapters: the first three chapters are intended as a map of the way the problem of the applicability was seen over
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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only way to respond to this problem would be that of adopting an empiricist doctrine in the philosophy of mathematics. The book is structured in five chapters: the first three chapters are intended as a map of the way the problem of the applicability was seen over time, but, as this paper also regards the fallibility of mathematics, these chapters are also interesting because they offer a historical perspective on this problem (the fallibility of mathematics will be understood as being
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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are intended as a map of the way the problem of the applicability was seen over time, but, as this paper also regards the fallibility of mathematics, these chapters are also interesting because they offer a historical perspective on this problem (the fallibility of mathematics will be understood as being in contrast with the special status of mathematics: if we accept that mathematics is fallible, then we can no longer sustain that it has a special status, different from that of
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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first part, how the view on the two problems (considered to be so important by Kant) has evolved. What can be observed is that, gradually, both problems have been abandoned. In chapter four the author aims to show that the problem of the applicability of mathematics is much more important than it is considered in the contemporary philosophy of mathematics. He argues that there are two ways of arriving at the problem of the applicability of mathematics by appealing to the
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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chapter four the author aims to show that the problem of the applicability of mathematics is much more important than it is considered in the contemporary philosophy of mathematics. He argues that there are two ways of arriving at the problem of the applicability of mathematics by appealing to the role of the aesthetic factor in mathematics and by pointing to the fact that mathematics has its own object of study and its own methods of studying it, and also its
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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own object of study and its own methods of studying it, and also its own criteria for considering a certain domain or object as interesting or not it is argued that, as it is formulated by Wigner and Steiner, the problem can be answered, but the situation is different when it comes to the second formulation. Also, it is argued that neither the Platonists, nor the nominalists can answer (not only that they do not answer it) this problem. More than
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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Steiner, the problem can be answered, but the situation is different when it comes to the second formulation. Also, it is argued that neither the Platonists, nor the nominalists can answer (not only that they do not answer it) this problem. More than that, starting from it, serious arguments can be formulated against their positions. In chapter five, the author aims to sketch a response to the problem of applicability. He argues that the only hope to answer this problem is
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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the nominalists can answer (not only that they do not answer it) this problem. More than that, starting from it, serious arguments can be formulated against their positions. In chapter five, the author aims to sketch a response to the problem of applicability. He argues that the only hope to answer this problem is that of placing ourselves on an empiricist position. In order to be complete, an empiricist position in the philosophy of mathematics must be supplemented with a presentation
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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this problem. More than that, starting from it, serious arguments can be formulated against their positions. In chapter five, the author aims to sketch a response to the problem of applicability. He argues that the only hope to answer this problem is that of placing ourselves on an empiricist position. In order to be complete, an empiricist position in the philosophy of mathematics must be supplemented with a presentation of those aspects of the world for which the mathematical sentences 'stand
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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placing ourselves on an empiricist position. In order to be complete, an empiricist position in the philosophy of mathematics must be supplemented with a presentation of those aspects of the world for which the mathematical sentences 'stand'. To solve this problem the author combines the empiricist view with a structural realism in the philosophy of science. We can distinguish between two implications that can be drawn from this way of solving the problem of applicability. First of all, it is clear
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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which the mathematical sentences 'stand'. To solve this problem the author combines the empiricist view with a structural realism in the philosophy of science. We can distinguish between two implications that can be drawn from this way of solving the problem of applicability. First of all, it is clear that we can no longer speak about a special status of mathematics: mathematical knowledge is fallible. Second, it makes no sense anymore to talk about a distinction between pure and applied mathematics
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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about a special status of mathematics: mathematical knowledge is fallible. Second, it makes no sense anymore to talk about a distinction between pure and applied mathematics. Adopting this distinction would do nothing more than ruin any hope of solving the problem of applicability. Thus, this paper can also be taken as an argument for the fallibility of mathematics. Keywords: the applicability of mathematics, the special status of mathematics, the fallibility of mathematics, empiricism, Wigner, Platonism, nominalism. Apărut: 2013 • Format 14 × 19
Aplicabilitatea matematicii ca problemă filosofică by Gabriel Târziu () [Corola-publishinghouse/Science/888_a_2396]
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and vicarious traumatization in the new trauma therapist. Psychotherapy, 32, 341-347. Nightingale S.D., Yarnold P.R., Greenberg M.S. (1991) Sympathy, empathy, and physician resource utilization. J Gen Intern Med; 6:420-423. O'Brien, T. B. & DeLongis, A. (1996) The interactional context of problem, emotion, and association-focused burnout: the role of the big five personality factors. Journal of Personality, 64, 775-813. Ogden, J. (2007) Health psychology: A textbook. (ed. a IV-a). Buckingham: Open University Press. O'Halloran, S. (2001) Secondary traumatic stress in
Stresul traumatic secundar. Efectul advers al empatiei by Irina Crumpei () [Corola-publishinghouse/Science/1075_a_2583]
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caracter). * Înțelegerea acestui complex fenomen persupune o abordare integratoare asupra tuturor dimensiunilor sale, extinse în viziunea modelului ecologist promovat de S. Isaksen, G.Puccio și D. Treffinger, la un număr de cinci: orientarea personalității, cadrul situațional, sarcina, procesul CPS (Creative Problem Solving însemnând rezolvarea creativă a problemelor) și produsul. Esența modelului propus constă în considerarea și identificarea variantelor optime de interacțiuni între problemă și persoană, așa cum este ea influențată de experiența anterioară a individului și de circumstanțele concrete ale situației curente
Creativitate şi îndemânare by Amalia Farcaş. () [Corola-publishinghouse/Science/689_a_1281]
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încorporarea lor într-o interesantă și eficientă experiență de învățare sau antrenament. Cele cinci dimensiuni majore pe care trebuie să le ia cineva în considerare într-o viziune ecologistă asupra creativității sunt: orientarea personalității, cadrul situațional, sarcina, procesul CPS (Creative Problem Solving însemnând rezolvarea creativă a problemelor) și produsul. a) Orientarea personală include caracteristicile personalității creative și capacitățile care țin de gândirea creativă (prezentate în următoarele capitole): stilul cognitiv și de învățare; competențe; motivație; ereditate; trăsături de personalitate ; bagaj informațional și
Creativitate şi îndemânare by Amalia Farcaş. () [Corola-publishinghouse/Science/689_a_1281]
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Les Mécanismes de défense familiaux, teză de doctorat ciclul 3, Université des sciences sociales de Grenoble, Grenoble. Bachelard G. (1957), La Poétique de l’espace, PUF, Paris. Bachelard G. (1960), La Poétique de la rêverie, Quadrige-PUF, Paris. Badcock C.R. (1986), The Problem of Altruism. Freudian-Darwinian Solutions, Basil Blackwell, Oxford. Balier C. (1988), Psychanalyse des comportements violents, PUF, Paris. Balint M. (1968/1971), Le Défaut fondamental, Payot, Paris. Barnes M. și Berke J. (1971/1973), Mary Barnes, un voyage à travers la folie
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