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M.C. Escher – The Official Website

    https://mcescher.com/
    The M.C. Escher Foundation was established by M.C. Escher himself in 1968 and its goal was to preserve the legacy of his work. Unfortunately, a large part of the original collection was sold in 1981 to an American art dealer and is thus scattered all over the world. Read more..

The Mathematical Side of M. C. Escher

    https://www.ams.org/notices/201006/rtx100600706p.pdf
    hile the mathematical side of Dutch graphic artist M. C. Escher (1898– 1972) is often acknowledged, few of his admirers are aware of the mathematical depth of his work.

M.C. Escher: The Mathematical Artist – The McKendree …

    https://mckreview.com/2019/09/23/m-c-escher-the-mathematical-artist/
    Sep 23, 2019 · Maurits Cornelius (M.C.) Escher was a revolutionary Dutch man who brought the two fields of art and math together. During the 20th century, Escher created over 400 lithographs and 200 sketches. Lithography is the use of oil and water to create drawings, and it …

M.C. Escher Artworks & Famous Paintings TheArtStory

    https://www.theartstory.org/artist/escher-mc/artworks/
    Penrose was a mathematician who invented the Penrose triangle, an impossible object, after seeing Escher's work. Along with his father, Lionel Penrose, they designed a staircase based on the triangle which simultaneously looped up and down. This was sent to Escher who created Ascending and Descending as a response.

Films on M.C. Escher – M.C. Escher – The Official Website

    https://mcescher.com/about/video-on-m-c-escher/
    The Art of the Impossible: MC Escher and Me, 2015 Professor Sir Roger Penrose has been an admirer of Escher’s work for decades. Penrose first came into contact with Escher’s work during the International Congress of Mathematics in Amsterdam, in 1954.

The Mathematical Secrets of Escher OpenMind

    https://www.bbvaopenmind.com/en/science/leading-figures/the-mathematical-secrets-of-escher/
    Jun 16, 2017 · Maurits Cornelis Escher was never an outstanding student and his formal mathematical knowledge was limited to what he received in secondary school. He began studying architecture, but left to focus on his career as a graphic artist. Despite this theoretical deficiency, mathematics and geometry are key elements of his work.

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