Paris school semiotics . I Theory [[electronic resource] /] / edited by Paul Perron & Frank Collins

• Record Nr.: UNINA9910789873603321
• Pubbl/distr/stampa: Amsterdam, : J. Benjamins Pub. Co., 1989
• ISBN: 1-283-42458-4; 9786613424587; 90-272-7838-5
• Descrizione fisica: 1 online resource (283 p.)
• Collana: Semiotic crossroads ; ; v. 2
• Altri autori (Persone): PerronPaul; CollinsFrank
• Disciplina: 001.51/0944; 001.510944
• Soggetti: Semiotics - France
• Lingua di pubblicazione: Inglese
• Formato: Materiale a stampa
• Livello bibliografico: Monografia
• Note generali: Description based upon print version of record.
• Nota di bibliografia: Includes bibliographical references.
• Nota di contenuto: PARIS SCHOOL SEMIOTICS I. THEORY; Editorial page; Title page; Copyright page; Table of Contents; Introduction; Interfaces: The Care for a Project; Some Thoughts on this Intellectual Fare; Aspects of a Theory in Progress; NOTES; REFERENCES; I. Narrative Grammar, Actions and Passions; Greimas's Narrative Grammar; I. AT THE FUNDAMENTAL GRAMMAR LEVEL: THE FIRST STAGE OF ""NARRATIVIZATION""; Discussion; II. FROM THE FUNDAMENTAL GRAMMAR TO THE SURFACE NARRATIVE GRAMMAR: THE NARRATIVE UTTERANCE; Discussion; III. FROM THE NARRATIVE UTTERANCE TO THE NARRATIVE UNIT: ""PERFORMANCE""; Discussion; IV. THE LAST STAGE: THE PERFORMANCE SERIESDiscussion; NOTES; Prolegomenato a Theory of Action; I. INTRODUCTORY REMARKS; II. THE NARRATIVE PROGRAM AS MODEL OF REFERENCE FOR A THEORY OF THE FORMS OF ACTION; III. TOWARDS A RESTRICTED THEORY OF SIMPLE FORMS OF ACTION AND INTERACTION; IV. FROM THE ACTANTIAL LEVEL TO THE ACTORIAL LEVEL; NOTES; Toward an Anthropomorphic Narrative Topos; I. WHY THREE DIMENSIONS FOR NARRATIVE?; I.1. Empirical Reasons; I.2. Empirical reasons alone are not enough; I.3. Some Applications and Some Developments; II. DEVELOPING AN ; ANTHROPOMORPHIC NARRATIVE TOPOS; II.1. The Combinatory PrincipleII.2. Typology and Syntax; II.3. Overall Syntax of the thematico-narrative topos; III. APPLICATIONS; III.1. The Linguistic Manifest of the three dimensions; III.2. The Story of the Man who Set out to Learn about Fear; III.3. Aldo's Conversions in the ""Rivage des Syrtes""; IV. CONCLUSION; NOTES; II. Toward Discourse; Pragmatics and Semiotics Epistemological Observations; Pragmatics and Semiotics Some Semiotic Conditions of Interaction; NOTES; Narrativity and Discursivity Points of Reference and Problematics; I. INTRODUCTION; II. FUNDAMENTAL POSTULATES; II.1. The Principle of ImmanenceII.2. The Generative Process; II.3. The Structural Postulate; II.4. Narrative Transformation; III. NARRATTVITY RESTRICTED TO THE NARRATIVE; III.1. The Narrative Utterance; III.2. The Narrative Program; III.3.The Narrative Schema; IV. NARRATIVE EXTENDED TO DISCOURSE IN GENERAL; IV.1. The Development of Modal Structures; IV.2. The Importance of the Cognitive Dimension; IV.3. The Question of the Subject; V. SETTING INTO DISCOURSE: ENUNCIATION; V.1. The Enunciative Conception of Meaning; V.2. The Enunciative Operations; V.3. Enunciation in Semiotics; V.3.1. Setting into Discourse within the Generative TrajectoryV.3.2. The ""Narrativization of Enunciation""; V.3.3. Figurativization; VI. CONCLUSION; NOTES; Prolegomenato Modal Analysis The Enunciating Subject; I. PREDICATION; II. META-WANTING; III. THE FUNCTION OF RECOGNITION; NOTES; The Esthetic Gaze; I. FROM THE MAGNIFICENT VIEW TO THE SINGULAR IMAGE; The Reference Text; A Magnificent View; Two Verbalizations of the |Plain|; Objectivizing vs. Subjectivizing Seeing; The Conditions of Veridictory Judgment; The Denegation of Social Discourse and the Assertion of Individual Discourse; The Singular Image
• Sommario/riassunto: It has often been claimed that the aim of semiotics is to establish a general theory of systems of signification. However, as Jean-Claude Coquet notes in a recent collection of essays, what distinguishes one school of semiotics from another is the initial definition given of sign. If, for certain semioticians, the sign is first of all an observable phenomenon, for the Paris School it is first of all a construct and this point of departure has crucial theoretical and practical consequences. The essays appearing in these two volumes are representative of recent work carried out by members of thi

Vladimir I. Arnold - Collected Works : Hydrodynamics, Bifurcation Theory, and Algebraic Geometry 1965-1972 / / by Vladimir I. Arnold ; edited by Alexander B. Givental, Boris A. Khesin, Alexander N. Varchenko, Victor A. Vassiliev, Oleg Ya. Viro

• Record Nr.: UNINA9910299963503321
• Autore: Arnolʹd V. I (Vladimir Igorevich), <1937-2010, >
• Pubbl/distr/stampa: Berlin, Heidelberg : , : Springer Berlin Heidelberg : , : Imprint : Springer, , 2014
• ISBN: 3-642-31031-1
• Edizione: [1st ed. 2014.]
• Descrizione fisica: 1 online resource (xiii, 464 pages) : illustrations
• Collana: Vladimir I. Arnold - Collected Works
• Disciplina: 510.92
• Soggetti: Mathematical physics; Algebraic geometry; Mathematical Physics; Algebraic Geometry; Mathematical Methods in Physics
• Lingua di pubblicazione: Inglese
• Formato: Materiale a stampa
• Livello bibliografico: Monografia
• Note generali: Description based upon print version of record.
• Nota di bibliografia: Includes bibliographical references.
• Nota di contenuto: 1 Variational principle for three-dimensional steady-state flows of an ideal fluid -- 2 On the Riemann curvature of diffeomorphism groups -- 3 Sur la topologie des écoulements stationnaires des fluides parfaits (in French) -- 4 Conditions for non-linear stability of stationary plane curvilinear flows of an ideal fluid -- 5 On the topology of three-dimensional steady flows of an ideal fluid -- 6 On an a priori estimate in the theory of hydrodynamical stability -- 7 On the differential geometry of infinite-dimensional Lie groups and its application to the hydrodynamics of perfect fluids -- 8 On a variational principle for the steady flows of perfect fluids and its application to problems of non-linear stability -- 9 Characteristic class entering in quantization conditions -- 10 A note on Weierstrass auxiliary theorem -- 11 A letter to the editors (in Russian) -- 12 The stability problem and ergodic properties for classical dynamical systems -- 13 Remark on the branching of hyperelliptic integrals asfunctions of the parameters -- 14 Singularities of smooth mappings -- 15 Braids of algebraic functions and the cohomology of swallowtails -- 16 Hamiltonian nature of the ; Euler equations in the dynamics of a rigid body and of an ideal fluid -- 17 Remarks on singularities of finite codimension in complex dynamical systems -- 18 One-dimensional cohomologies of the Lie algebras of non-divergence vector fields, and rotation numbers of dynamic systems -- 19 The cohomology ring of the colored braid group -- 20 Trivial problems -- 21 Cohomology classes of algebraic functions invariant under Tschirnhausen transformations -- 22 Local Problems of Analysis -- 23 Algebraic unsolvability of the problem of stability and the problem of the topological classification of the singular points of analytic systems of differential equations (in Russian) -- 24 On some topological invariants of algebraic functions -- 25 Topological invariants of algebraic functions II -- 26 Algebraic unsolvability of the problem of Ljapunov stability and the problem of the topological classification of singular points of an analytic system of differential equations -- 27 On matrices depending on parameters -- 28 Distribution of ovals of the real plane of algebraic curves of involutions of four-dimensional smooth manifolds and the arithmetic of integer valued quadratic forms -- 29 Versal families and bifurcations of differential equations (in Russian) -- 30 Notes on the three-dimensional flow pattern of a perfect fluid in the presence of a small perturbation of the initial velocity field -- 31 Lectures on bifurcations in versal families -- 32 The topology of real algebraic curves (in Russian) -- 33 The asymptotic Hopf invariant and its applications -- 34 Magnetic field in a moving conducting fluid -- 35 A magnetic field in a stationary flow with stretching in a Riemannian space -- 36 The large-scale structure of the universe I. General properties. One- and two-dimensional models -- 37 Elements of the large-scale structure of theuniverse -- 38 Some remarks on the antidynamo theorem -- 39 Steady-state magnetic field in a periodic flow -- 40 Evolution of a magnetic field under the action of transfer and diffusion -- 41 The growth of a magnetic field in a three-dimensional steady incompressible fluid -- 42 Evolution of a magnetic field under the action of drift and diffusion (in Russian) -- 43 Exponential scattering of trajectories and its hydrodynamical applications -- 44 Kolmogorov's hydrodynamic attractors -- 45 Topological methods in hydrodynamics -- 46 Problemes mathématiques de l'hydrodynamique et de la magnétohydrodynamique (in English) -- 47 Translator's Preface to J. Milnor's book "Morse Theory" -- 48 Henri Poincaré: Selected Works in Three Volumes. Vol. I New Methods of Celestial Mechanics - Preface. From the editorial board. Comments -- 49 Comments on the paper "On a geometric theorem" by Henri Poincaré.
• Sommario/riassunto: Vladimir Arnold was one of the great mathematical scientists of our time. He is famous for both the breadth and the depth of his work. At the same time he is one of the most prolific and outstanding mathematical authors. This second volume of his Collected Works focuses on hydrodynamics, bifurcation theory, and algebraic geometry.