03734 am 2201021 n 450 991076838620332120231110144751.0979-1-0969-8225-710.4000/books.eurorbem.2855(PPN)270136665(EXLCZ)99559000000103885320230419j|||||||| ||| 0freuu||||||m||||Journal, fiction, identité(s) Modernités littéraires d'Europe centrale (1880-1920) à travers les œuvres de Géza Csáth, Karol Irzykowski, Ladislav Klíma /Mateusz ChmurskiParis Eur’Orbem Éditions20211 online resource (432 p.)979-1-0969-8200-4 Quel rôle la pratique du journal personnel peut-elle jouer dans l’existence de son auteur et comment saisir la circulation de l’autobiographique et du fictionnel dans une œuvre, dans une vie ? La mise en parallèle de l’écriture de soi dans l’œuvre de trois écrivains centre-européens, trois citoyens de l’Autriche-Hongrie du début du XXe siècle, permet d’explorer le labyrinthe de leurs constructions identitaires, une modernité autre : multilingue, entrouverte, étendue entre théorie et pratique du texte. Une analyse convergente du corps du texte et du texte du corps dans les écrits du Polonais Karol Irzykowski (1873-1944), du Tchèque Ladislav Klíma (1878-1928) et du Hongrois Géza Csáth (1887-1919) dévoile la généalogie de leurs premiers gestes d’écriture, intimes, bien souvent survenus en crise, mais poursuivis pendant un moment, ou toute une vie. Les traces du vécu derrière les lignes de l’œuvre.Journal, fiction, identitéJournal, fiction, identitéJournal, fiction, identitéLiterature (General)Czech literaturecorrespondencediaristic writingPragWarsawidentitymodernismCentral Europepsychoanalysisrealismself writingsubconsciousjournal intimeintertextualitémodernitéréalismemodernismeécriture diaristiquesatirepsychanalyseschizophrénietexte-corpsidentitémémoireinconscientautobiographismecorrespondancejournal personnelpacte autobiographiqueLiterature (General)Czech literaturecorrespondencediaristic writingPragWarsawidentitymodernismCentral Europepsychoanalysisrealismself writingsubconsciousjournal intimeintertextualitémodernitéréalismemodernismeécriture diaristiquesatirepsychanalyseschizophrénietexte-corpsidentitémémoireinconscientautobiographismecorrespondancejournal personnelpacte autobiographiqueChmurski Mateusz1377923FR-FrMaCLEBOOK9910768386203321Journal, fiction, identite´(s)3415650UNINA07317nam 2201933Ia 450 991079187920332120200520144314.01-283-00148-997866130014811-4008-3553-410.1515/9781400835539(CKB)2560000000058740(EBL)662358(OCoLC)705539236(SSID)ssj0000468585(PQKBManifestationID)11291426(PQKBTitleCode)TC0000468585(PQKBWorkID)10498392(PQKB)10626009(DE-B1597)446339(OCoLC)704277558(OCoLC)979593289(DE-B1597)9781400835539(Au-PeEL)EBL662358(CaPaEBR)ebr10448496(CaONFJC)MIL300148(MiAaPQ)EBC662358(PPN)201956985(EXLCZ)99256000000005874020050627d2006 uy 0engurcn|||||||||txtccrDynamics in one complex variable[electronic resource] /by John Milnor3rd ed.Princeton, N.J. Princeton University Press20061 online resource (313 p.)Annals of mathematics studies ;no. 160Description based upon print version of record.0-691-12487-6 0-691-12488-4 Includes bibliographical references (p. 277-291) and index. Frontmatter -- Table Of Contents -- List of Figures -- Preface to the Third Edition -- Chronological Table -- Riemann Surfaces -- Iterated Holomorphic Maps -- Local Fixed Point Theory -- Periodic Points: Global Theory -- Structure of the Fatou Set -- Using the Fatou Set to Study the Julia Set -- Appendix A. Theorems from Classical Analysis -- Appendix B. Length-Area-Modulus Inequalities -- Appendix C. Rotations, Continued Fractions, and Rational Approximation -- Appendix D. Two or More Complex Variables -- Appendix E. Branched Coverings and Orbifolds -- Appendix F. No Wandering Fatou Components -- Appendix G. Parameter Spaces -- Appendix H. Computer Graphics and Effective Computation -- References -- IndexThis volume studies the dynamics of iterated holomorphic mappings from a Riemann surface to itself, concentrating on the classical case of rational maps of the Riemann sphere. This subject is large and rapidly growing. These lectures are intended to introduce some key ideas in the field, and to form a basis for further study. The reader is assumed to be familiar with the rudiments of complex variable theory and of two-dimensional differential geometry, as well as some basic topics from topology. This third edition contains a number of minor additions and improvements: A historical survey has been added, the definition of Lattés map has been made more inclusive, and the écalle-Voronin theory of parabolic points is described. The résidu itératif is studied, and the material on two complex variables has been expanded. Recent results on effective computability have been added, and the references have been expanded and updated. Written in his usual brilliant style, the author makes difficult mathematics look easy. This book is a very accessible source for much of what has been accomplished in the field.Annals of mathematics studies ;no. 160.Functions of complex variablesHolomorphic mappingsRiemann surfacesAbsolute value.Addition.Algebraic equation.Attractor.Automorphism.Beltrami equation.Blaschke product.Boundary (topology).Branched covering.Coefficient.Compact Riemann surface.Compact space.Complex analysis.Complex number.Complex plane.Computation.Connected component (graph theory).Connected space.Constant function.Continued fraction.Continuous function.Coordinate system.Corollary.Covering space.Cross-ratio.Derivative.Diagram (category theory).Diameter.Diffeomorphism.Differentiable manifold.Disjoint sets.Disjoint union.Disk (mathematics).Division by zero.Equation.Euler characteristic.Existential quantification.Exponential map (Lie theory).Fundamental group.Harmonic function.Holomorphic function.Homeomorphism.Hyperbolic geometry.Inequality (mathematics).Integer.Inverse function.Irrational rotation.Iteration.Jordan curve theorem.Julia set.Lebesgue measure.Lecture.Limit point.Line segment.Linear map.Linearization.Mandelbrot set.Mathematical analysis.Maximum modulus principle.Metric space.Monotonic function.Montel's theorem.Normal family.Open set.Orbifold.Parameter space.Parameter.Periodic point.Point at infinity.Polynomial.Power series.Proper map.Quadratic function.Rational approximation.Rational function.Rational number.Real number.Riemann sphere.Riemann surface.Root of unity.Rotation number.Schwarz lemma.Scientific notation.Sequence.Simply connected space.Special case.Subgroup.Subsequence.Subset.Summation.Tangent space.Theorem.Topological space.Topology.Uniform convergence.Uniformization theorem.Unit circle.Unit disk.Upper half-plane.Winding number.Functions of complex variables.Holomorphic mappings.Riemann surfaces.515.93515/.93SI 830rvkMilnor John W(John Willard),1931-40532MiAaPQMiAaPQMiAaPQBOOK9910791879203321Dynamics in one complex variable374228UNINA