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Mc escher impossible shapes triangle12/2/2023 Escher managed to develop visionary works, which became fantasized mathematical visual projections.Īmong the artist’s other objects of fascination, let us mention the “impossible objects”. They’re his artistic vocabulary.Įscher’s meeting and his friendship with the mathematician Roger Penrose and Harold Coxeter greatly contributed to the development of this knowledge. He is passionate about mathematical theories. Escher and mathematicsĮuclidean geometry, Riemann surface, cylindrical perspective, hyperbolic map… Do these terms seem obscure to you?! For M.C. Escher would be significant.ĭetail of the Alhambra © Alhambra de Grenada M.C. It became clear that the influence on M.C. These motifs are often influenced by astronomy and mathematical knowledge, a field in which the Arab architects of the 14th century attached special importance. Indeed, Islam having limited figurative representations, it is in organic and geometric patterns that artisans express all their talents. The particularity of Islamic art interests him particularly. This Moorish architecture is full of subtle, geometric architectural patterns, which multiply ad infinitum. One building fascinates him more than any other, it is the Alhambra in Granada. The perspectives he draws are deliberately false, he distorts the patterns, emphasizes incongruous details. He draws views of places that already bear the mark of a singular mind. He becomes passionate about old buildings. And finally he ended up in a decorative arts school…Įverything changed during a trip to Italy and Spain. After years of poor grades, he enrolled in a school of architecture. He was often ill and was then placed in a special school. As a child, he was far from being a genius. He was born in 1898 in the Netherlands in a middle-class family. Nothing seemed to predestine Maurits Cornelis Escher, better known by the diminutive M.C. 1972: He died in a hospital in Hilversum, Netherlands.1966: His work became widely recognized in after being featured in Scientific American magazine.
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