Nexus Network Journal 10,1: Architecture and MathematicsKim Williams Springer Science & Business Media, 2008 M12 16 - 204 páginas Leonardo da Vinci was well aware of the fundamental importance of mathematics for architecture. This book examines Leonardo’s knowledge of theoretical mathematics, explores how he used concepts of geometry in his designs for architectural projects, and reports on a real-life construction project using Leonardo’s principles. Authors include Sylvie Duvernoy, Kim Williams, Rinus Roelofs, Biagio Di Carlo, Mark Reynolds, João Pedro Xavier, Vesna Petresin, Christopher Glass, and Jane Burry. |
Contenido
51 | 22 |
JOÃO PEDRO XAVIER Leonardos Representational Technique for Centrally | 78 |
Geometers Angle | 149 |
Didactics | 179 |
195 | |
Otras ediciones - Ver todas
Nexus Network Journal 10,1: Architecture and Mathematics Kim Williams Sin vista previa disponible - 2009 |
Nexus Network Journal 10,1: Architecture and Mathematics Kim Williams Sin vista previa disponible - 2008 |
Términos y frases comunes
aesthetic ambiguity apses architect architecture artist axonometry beams bird's-eye braccia Bramante bridge Buckminster Fuller building Cathedral cavalier perspective Cecil Balmond central circle Codex Atlanticus compass point concept Connect points create cube developed diagonal BF draw a line dynamic symmetry elements engineering geodesic domes geometric constructions geometry graphic Guastavino Hambidge hexagon icosahedron intersects line Kenneth Snelson Leonardo da Vinci Leonardo grid Leonardo's drawings long sides Luca Pacioli mathematical Milan nature Nexus Network Journal Nicholas of Cusa octagon octet truss ornament Pacioli patterns pentagon perception perpendicular to line Place the compass plane polygon possible principles problem proportion ratio reciprocal frames representation responsive cohesion result root rectangles root-two rectangle DBEF shapes similar sketches Snelson solutions space spatial sphere square DBAC Steven Swain struts student surface technique tensegrity tensegrity structures theory three-dimensional triangle truss two-dimensional University vault visual visual perception Vitruvius