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Bac sciences pour les L et ES - Page 1028
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ODER-LISFLOOD. Assessment of the effects of engineering, land use and climate scenarios on flood risk in the Oder catchment
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Sciences formelles
ODER-LISFLOOD. Assessment of the effects of engineering, land use and climate scenarios on flood risk in the Oder catchment
110 pages
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Sujet du bac S Francais Pondichery
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Bac Blanc n°1 S page
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Bac NATIONAL, JUIN 2000, Epreuve: Anglais STT STI STL SMS 24/03/03
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Annales du bac
Bac NATIONAL, JUIN 2000, Epreuve: Anglais STT STI STL SMS 24/03/03
7 pages
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Critique of Computational Reason in the Natural Sciences
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Etudes supérieures
Critique of Computational Reason in the Natural Sciences
23 pages
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P U B L I C A T I O N I N T E R N E No
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Version dated
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Person in charge: Roland BAUER Udated on SD
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Degenerate omplex Monge Ampère equations
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ON THETA FUNCTIONS OF ORDER FOUR
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ASYMPTOTIC INDEPENDENCE OF MULTIPLE WIENER ITÔ INTEGRALS AND THE RESULTING LIMIT LAWS
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Etudes supérieures
ASYMPTOTIC INDEPENDENCE OF MULTIPLE WIENER ITÔ INTEGRALS AND THE RESULTING LIMIT LAWS
18 pages
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SPECTRUM OF THE LICHNEROWICZ LAPLACIAN ON ASYMPTOTICALLY HYPERBOLIC SURFACES
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Etudes supérieures
SPECTRUM OF THE LICHNEROWICZ LAPLACIAN ON ASYMPTOTICALLY HYPERBOLIC SURFACES
13 pages
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A priori error estimation for the dual mixed finite element method
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Etudes supérieures
A priori error estimation for the dual mixed finite element method
39 pages
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Profil court PR linguistique
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Hprints org Half term report to Nordbib August
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Hprints org Half term report to Nordbib August
11 pages
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Lire la première partie
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On the Frobenius integrability of certain holomorphic p forms
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Rapports de stage
On the Frobenius integrability of certain holomorphic p forms
5 pages
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Geometrical and Mathematical Aspects of the Adiabatic Theorem of Quantum Mechanics
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Rapports de stage
Geometrical and Mathematical Aspects of the Adiabatic Theorem of Quantum Mechanics
236 pages
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On the Relevance of Negative Results1 Giuseppe Longo CNRS et Dépt d'Informatique École Normale Supérieure Paris et CREA École Polytechnique http: www di ens fr users longo Abstract The access to scientific knowledge is a construction of objectivity which needs the critical insight of “negative results” These consist in the explicit construction of internal limits to current theories and methods We shall hint to the role of some results which in Logic in Physics or Computing opened up new areas for knowledge by saying “No we cannot compute this we cannot decide that The idea is that both the sciences of life and of cognition in particular in connection to Mathematics and Computing need similar results in order to set limits to the passive transfer of physico mathematical methods into their autonomous construction of knowledge and open the way to new tools and perspectives We will compare this perspective with the requirement both at the national and European levels to finalize most all research activities into foreseeable industrial applications Scientific knowledge and critical insight The analysis of concepts conducted on a comparative level if possible as well as the tentative explanation of the philosophical project should always accompany scientific work In fact critical reflections regarding existing theories are at the core of positive scientific constructions because science is often constructed against the supposed tyranny and autonomy of “facts” which in reality are nothing but “small scale theories” Science is also often constructed by means of an audacious interpretation of “new” and old facts it progresses against the obvious and against common sense le “bon sens” it struggles against the illusions of immediate knowledge and must be capable of escaping from already established theoretical frameworks For example the very high level of mathematical technicity in the geometry of Ptolemaic epicycles constructed from clearly observable facts strongly perplexed numerous Renaissance thinkers such as ...
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Rapports de stage
On the Relevance of Negative Results1 Giuseppe Longo CNRS et Dépt d'Informatique École Normale Supérieure Paris et CREA École Polytechnique http: www di ens fr users longo Abstract The access to scientific knowledge is a construction of objectivity which needs the critical insight of “negative results” These consist in the explicit construction of internal limits to current theories and methods We shall hint to the role of some results which in Logic in Physics or Computing opened up new areas for knowledge by saying “No we cannot compute this we cannot decide that The idea is that both the sciences of life and of cognition in particular in connection to Mathematics and Computing need similar results in order to set limits to the passive transfer of physico mathematical methods into their autonomous construction of knowledge and open the way to new tools and perspectives We will compare this perspective with the requirement both at the national and European levels to finalize most all research activities into foreseeable industrial applications Scientific knowledge and critical insight The analysis of concepts conducted on a comparative level if possible as well as the tentative explanation of the philosophical project should always accompany scientific work In fact critical reflections regarding existing theories are at the core of positive scientific constructions because science is often constructed against the supposed tyranny and autonomy of “facts” which in reality are nothing but “small scale theories” Science is also often constructed by means of an audacious interpretation of “new” and old facts it progresses against the obvious and against common sense le “bon sens” it struggles against the illusions of immediate knowledge and must be capable of escaping from already established theoretical frameworks For example the very high level of mathematical technicity in the geometry of Ptolemaic epicycles constructed from clearly observable facts strongly perplexed numerous Renaissance thinkers such as ...
9 pages
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En collaboration avec Yves Colin de Verdière et Nabila Torki Mathematical Physics Analysis and Geometry pp
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En collaboration avec Yves Colin de Verdière et Nabila Torki Mathematical Physics Analysis and Geometry pp
22 pages
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Laboratoire d'Etudes en Géophysique et Océanographie Spatiale LEGOS Centre National d'Etudes Spatiales
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Etudes supérieures
Laboratoire d'Etudes en Géophysique et Océanographie Spatiale LEGOS Centre National d'Etudes Spatiales
12 pages
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IMRN International Mathematics Research Notices No
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Rapports de stage
IMRN International Mathematics Research Notices No
38 pages
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Jordan structures and non associative geometry
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Jordan structures and non associative geometry
21 pages
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SHARP Lp ESTIMATES FOR THE WAVE EQUATION ON HEISENBERG TYPE GROUPS
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SHARP Lp ESTIMATES FOR THE WAVE EQUATION ON HEISENBERG TYPE GROUPS
40 pages
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Representations of linear Lie groups and applications
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Representations of linear Lie groups and applications
57 pages
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Multiscale Analyses for the Shallow Water Equations
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Multiscale Analyses for the Shallow Water Equations
16 pages
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On the Mathematical Heritage of Henri Cartan
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NECESSARY AND SUFFICIENT CONDITIONS FOR CONTINUITY OF OPTIMAL TRANSPORT MAPS
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Rapports de stage
NECESSARY AND SUFFICIENT CONDITIONS FOR CONTINUITY OF OPTIMAL TRANSPORT MAPS
27 pages
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