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Review: Connections: The Geometric Bridge Between Art & Science (2nd Edition)Nutzerbericht - Goodreads
I never did well in math because I needed to see the patterns to understand it. This book is great in helping you see the patterns that we call math and art.
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archimedean solids architecture bracing called cells circle color compass and straightedge congruent connected constructed corresponding created crystal cube cuboctahedron curve defined diagonal diagram dodecahedron domains dual edges elements enantiomorphic Equation example faces floor plan fold four fundamental geometric glide reflection golden mean graph grid hexagons icosahedron identical integers intersecting isometries isomorphic Koch snowflake Lalvani lattice length line segments Loeb M. C. Escher mathematics mirror lines Modulor pair parallel pattern Penrose tilings pentagon perpendicular planar planar graph platonic polyhedra platonic solids polyhedron Problem projection properties proportion ratio rectangle regular maps regular tilings result rhombic right triangle rigid rotation rotocenters scale Section self-similar semiregular shown in Figure shows sides similar space space-filling sphere spiral square star star polygons structure surface surrounding symmetry tetrahedron Theorem three-dimensional tion torus transformation translation triangular truncated octahedron vectors vertex figure vertices zonogons zonohedra
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Alexander S Balankin - 1997 - Engineering Fracture Mechanics
Christopher D Green
G Raghunathan, RL Jernigan, G Raghunathan, RL Jernigan - 1997 - Protein Science
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Connections: The Geometric Bridge between Art and Science
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Connections: the geometric bridge between art and science
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