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Review"What this book does do is illustrate, with dozens and dozens of beautiful photographs (all of them taken by the author), how symmetry is found in all sorts of examples of classical art from around the world: mosaics, marble floors, windows, vases, etc. [...] I can't imagine it being used as a text in a mathematics course, but I can certainly see a professor showing slides from it to illustrate the mathematics that is learned from another source. And I can also see a professor just flipping through the pages of this book for fun, enjoying one beautiful photograph after another." MAA Reviews
Review"What this book does do is illustrate, with dozens and dozens of beautiful photographs (all of them taken by the author), how symmetry is found in all sorts of examples of classical art from around the world: mosaics, marble floors, windows, vases, etc. [...] I can't imagine it being used as a text in a mathematics course, but I can certainly see a professor showing slides from it to illustrate the mathematics that is learned from another source. And I can also see a professor just flipping through the pages of this book for fun, enjoying one beautiful photograph after another." MAA Reviews
Mô tả nội dung sách Symmetry: Through the Eyes of Old Masters - Emil Makovicky
Thông tin sách: Symmetry: Through the Eyes of Old Masters (Kindle, 260 trang) – De Gruyter Oldenbourg, 2016. Ngôn ngữ: Tiếng Anh.
A large range of symmetries in art is presented through clear and aesthetically outstanding examples of historical ornaments. Compendious comments illustrate the selected photographic material by addressing the interested and specialist reader alike.
Contents:IntroductionFundamental categoriesThe convenient start: Plane groups of symmetryIntertwined patterns: Layer groups of symmetryTwo-colored periodic ornamentationPolychromatic patternsBeyond 2D groups: Hypersymmetry, superstructures, two symmetries in one pattern, the "order-disorder" patterns, homothety and similarity, inversion and nonlinear patternsQuasiperiodic patternsFractals and fractal characterStyle and symmetry – symmetry and styleReferencesIndex
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