AA.VV
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Introduction
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Classification and Description
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I. Early prints
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II. Regular division of a plane
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III. Unlimited spaces
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IV. Spatial rings and spirals
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V. Mirror images
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VI. Inversion
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VII. Polyhedrons
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VIII. Relativities
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IX. Conflict flat-spatial
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X. Impossible buildings.
From impossible staircases to tesselated birds, explore the graphic genius of M.C. Escher, master of quirky vantage points, mathematical puzzles, and the transition from paper flatness to illusory volume. This essential introduction presents key Escher works, exploring the evolution of a unique pictorial style that has captivated scientists and hippies alike.