03679nam 22007334a 450 991045213380332120200520144314.00-262-31145-31-282-09757-10-262-27234-297866120975771-4294-1301-8(CKB)1000000000467388(EBL)3338562(SSID)ssj0000268074(PQKBManifestationID)11191902(PQKBTitleCode)TC0000268074(PQKBWorkID)10213002(PQKB)10156385(SSID)ssj0000520407(PQKBManifestationID)12205060(PQKBTitleCode)TC0000520407(PQKBWorkID)10513922(PQKB)10817129(MiAaPQ)EBC3338562(Au-PeEL)EBL3338562(CaPaEBR)ebr10173619(CaONFJC)MIL209757(OCoLC)939263657(EXLCZ)99100000000046738820040812d2005 uy 0engurcn|||||||||txtccrThe visual mind II[electronic resource] /edited by Michele EmmerCambridge, Mass. MIT Pressc20051 online resource (717 p.)LeonardoDescription based upon print version of record.0-262-55063-6 0-262-05076-5 Includes bibliographical references and indexes.Introduction; Section 1 Mathematics and Aesthetics; 1 The Phenomenology of Mathematical Beauty; 2 Mathematical Beauty and the Evolution of the Standards of Mathematical Proof; 3 Aesthetics for Computers, or How to Measure Harmony; 4 Visual Mathematics: Mathematics and Art; Section 2 Geometry and Art; 5 Life through Art; 6 John Robinson's Symbolic Sculptures: Knots and Mathematics; 7 Geometries of Curvature and Their Aesthetics; 8 Poetry in Curves: The Guggenheim Museum in Bilbao; 9 Eightfold Way: The Sculpture; 10 The Geometric Aesthetic; 11 Art and the Age of the Sciences12 Some Aspects of the Use of Geometry in My Artistic Work Section 3 Mathematics and Art; 13 Local/Global in Mathematics and Painting; 14 Visual Knots: Concerning Geometry and Visuality in the Work of Marcel Duchamp; 15 Lunda Symmetry: Where Geometry Meets Art; 16 Four-Dimensional Space or Space-Time? The Emergence of the Cubism-Relativity Myth in New York in the 1940's; 17 "Reverse Perspective": Historical Fallacies and an Alternative View; 18 Four-Dimensional Projection: Art and Reality; 19 Rational Design versus Artistic Intuition in Stained-Glass ArtSection 4 Geometry, Computer Graphics, and Art20 Dynamics, Chaos, and Design; 21 Paul Klee on Computer: Biomathematical Models Help Us Understand His Work; 22 Parameterized Sculpture Families; 23 The Aesthetic Value of Optimal Geometry; Section 5 Mathematics, Visualization, and Cinema; 24 Mathematics and Cinema; 25 Some Organizing Principles; 26 Figures and Characters in the Great Book of Nature; 27 Circle Packings and the Sacred Lotus; 28 Meander Mazes on Polysphericons; Contributors; Name Index; Subject IndexLeonardo (Series) (Cambridge, Mass.)ArtMathematicsGeometryAestheticsElectronic books.ArtMathematics.Geometry.Aesthetics.701/.5Emmer Michele59453MiAaPQMiAaPQMiAaPQBOOK9910452133803321The visual mind II2273209UNINA