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[tel-00415845, v1] Etude d'un $ lambda$-calcul issu d'une logique classique
Saber, Khelifa
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Sciences humaines et sociales
[tel-00415845, v1] Etude d'un $ lambda$-calcul issu d'une logique classique
Saber, Khelifa
115 pages
English
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What is the East Harlem Tutorial Program
Colman J. Chamberlain
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Savoirs
What is the East Harlem Tutorial Program
Colman J. Chamberlain
9 pages
English
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The Excellence of the Rosary - Conferences for Devotions in Honor of the Blessed Virgin
Math Josef Frings
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Littérature
The Excellence of the Rosary - Conferences for Devotions in Honor of the Blessed Virgin
Math Josef Frings
41 pages
English
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Split feasibility problems for total quasi-asymptotically nonexpansive mappings
Wang Xiong, Chang Shih-Sen, Zhao, Zhao Yun-He, Wang Lin
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Savoirs
Split feasibility problems for total quasi-asymptotically nonexpansive mappings
Wang Xiong, Chang Shih-Sen, Zhao, Zhao Yun-He, Wang Lin
11 pages
English
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Study of a Coupled Fluid Structure System
Julien Lequeurre
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Cours
Study of a Coupled Fluid Structure System
Julien Lequeurre
39 pages
English
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J Math Pures Appl p
Pierre Bérard
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J Ramanujan Math Soc No
Arnaud Beauville
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J Math Anal Appl www elsevier com locate jmaa
Christian Bourdarias
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Education
J Math Anal Appl www elsevier com locate jmaa
Christian Bourdarias
21 pages
English
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Compositio Math
Gérald Tenenbaum
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Math Proc Camb Phil Soc
Gt550
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Nonlinear Microlocale Analysis
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Document Interlinking in a Digital Math Library by Claude Goutorbe
Claude Goutorbe
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Cours
Document Interlinking in a Digital Math Library by Claude Goutorbe
Claude Goutorbe
17 pages
English
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PUBLICATION LIST of ALEXANDRU DIMCA
Duke Math
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References Revues avec Comite de Lecture
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Small Group Intensive Mathematics Tutorial Model 3u 2009-10
Cathy
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Small Group Intensive Mathematics Tutorial Model 3u 2009-10
Cathy
2 pages
English
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Overview of This Tutorial
Mwelch
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INTRODUCTION This application note provides some utility math routines for Microchip's PIC16C5X and PIC16CXXX series of bit microcontrollers The following math outlines are provided: 8x8 unsigned multiply 16x16 double precision multiply Fixed Point Division Table 16x16 double precision addition 16x16 double precision subtraction BCD Binary Coded Decimal to binary conversion
Amar Palacherla
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Rapports de stage
INTRODUCTION This application note provides some utility math routines for Microchip's PIC16C5X and PIC16CXXX series of bit microcontrollers The following math outlines are provided: 8x8 unsigned multiply 16x16 double precision multiply Fixed Point Division Table 16x16 double precision addition 16x16 double precision subtraction BCD Binary Coded Decimal to binary conversion
Amar Palacherla
95 pages
English
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Under consideration for publication in Math Struct in Comp Science
Alan Perlis
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Rapports de stage
Under consideration for publication in Math Struct in Comp Science
Alan Perlis
4 pages
English
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Mathematical intuition and the cognitive roots of mathematical concepts1 Giuseppe Longo Arnaud Viarouge CNRS et Ecole Normale Superieure Psychology and Human Development Dpt et CREA Ecole Polytechnique Paris Fr Peabody College Vanderbilt University http: www di ens fr users longo Nashville TN USA Abstract The foundation of Mathematics is both a logico formal issue and an epistemological one By the first we mean the explicitation and analysis of formal proof principles which largely a posteriori ground proof on general deduction rules and schemata By the second we mean the investigation of the constitutive genesis of concepts and structures the aim of this paper This genealogy of concepts so dear to Riemann Poincaré and Enriques among others is necessary both in order to enrich the foundational analysis by this too often disregarded aspect the cognitive and historical constitution of mathematical structures and because of the provable incompleteness of proof principles also in the analysis of deduction For the purposes of our investigation we will hint here to the philosophical frame as well as to the some recent advances in Cognition that support our claim the cognitive origin and the constitutive role of mathematical intuition From Logic to Cognition Over the course of the XXth century the relationships between Philosophy and Mathematics have been dominated by Mathematical Logic A most interesting area of Mathematics which from onwards year of one of the major mathematical results of the century Gödelian Incompleteness enjoyed the double status of a discipline that is both technically profound and philosophically fundamental From the foundational point of view Proof Theory constituted its main aspect also on account of other remarkable results Ordinal Analysis after Gentzen Type Theory in the manner of Church Gödel Girard various forms of incompleteness independence in Set Theory and Arithmetics and produced spin offs which are in the course of changing the world: the functions for the computation of proofs ...
Giuseppe Longo
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Rapports de stage
Mathematical intuition and the cognitive roots of mathematical concepts1 Giuseppe Longo Arnaud Viarouge CNRS et Ecole Normale Superieure Psychology and Human Development Dpt et CREA Ecole Polytechnique Paris Fr Peabody College Vanderbilt University http: www di ens fr users longo Nashville TN USA Abstract The foundation of Mathematics is both a logico formal issue and an epistemological one By the first we mean the explicitation and analysis of formal proof principles which largely a posteriori ground proof on general deduction rules and schemata By the second we mean the investigation of the constitutive genesis of concepts and structures the aim of this paper This genealogy of concepts so dear to Riemann Poincaré and Enriques among others is necessary both in order to enrich the foundational analysis by this too often disregarded aspect the cognitive and historical constitution of mathematical structures and because of the provable incompleteness of proof principles also in the analysis of deduction For the purposes of our investigation we will hint here to the philosophical frame as well as to the some recent advances in Cognition that support our claim the cognitive origin and the constitutive role of mathematical intuition From Logic to Cognition Over the course of the XXth century the relationships between Philosophy and Mathematics have been dominated by Mathematical Logic A most interesting area of Mathematics which from onwards year of one of the major mathematical results of the century Gödelian Incompleteness enjoyed the double status of a discipline that is both technically profound and philosophically fundamental From the foundational point of view Proof Theory constituted its main aspect also on account of other remarkable results Ordinal Analysis after Gentzen Type Theory in the manner of Church Gödel Girard various forms of incompleteness independence in Set Theory and Arithmetics and produced spin offs which are in the course of changing the world: the functions for the computation of proofs ...
Giuseppe Longo
18 pages
English
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Invent math Inventiones mathematicae Springer Verlag
Harold Donnelly
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Rapports de stage
Invent math Inventiones mathematicae Springer Verlag
Harold Donnelly
23 pages
English
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Commun Math Phys Communications in Mathematical
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Rapports de stage
Commun Math Phys Communications in Mathematical
35 pages
English
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Submitted to the Annals of Statistics arXiv: math PR
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Rapports de stage
Submitted to the Annals of Statistics arXiv: math PR
36 pages
English
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Dep of Math Meth in Phys
Christian Gérard
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Math Model Nat Phenom Vol No pp
Jacques - Louis Lions
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Education
Math Model Nat Phenom Vol No pp
Jacques - Louis Lions
23 pages
English
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Digital mathematics libraries: The good the bad the ugly
Thierry Bouche
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Cours
Digital mathematics libraries: The good the bad the ugly
Thierry Bouche
174 pages
English
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Forward Look on a
Thierry Bouche
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Digital mathematics libraries: The good the bad the ugly
Thierry Bouche
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Cours
Digital mathematics libraries: The good the bad the ugly
Thierry Bouche
40 pages
English
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A new iterative algorithm for solving common solutions of generalized mixed equilibrium problems, fixed point problems and variational inclusion problems with minimization problems
Jitpeera Thanyarat, Kumam, Kumam Poom
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Savoirs
A new iterative algorithm for solving common solutions of generalized mixed equilibrium problems, fixed point problems and variational inclusion problems with minimization problems
Jitpeera Thanyarat, Kumam, Kumam Poom
27 pages
English
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Sequence and structural analysis of BTB domain proteins
Stogios, Downs, Jauhal, Nandra, Privé
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Savoirs
Sequence and structural analysis of BTB domain proteins
Stogios, Downs, Jauhal, Nandra, Privé
18 pages
English
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Support vector machine prediction of enzyme function with conjoint triad feature and hierarchical context
Wang Yong-Cui, Wang Yong, Yang Zhi-Xia, Deng, Deng Nai-Yang
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Savoirs
Support vector machine prediction of enzyme function with conjoint triad feature and hierarchical context
Wang Yong-Cui, Wang Yong, Yang Zhi-Xia, Deng, Deng Nai-Yang
11 pages
English