George donated more than 200 of his father’s works to the National Gallery in the 1980s and 1990s, and many of them are in this exhibition. “He loved fish and birds, and anything else that fitted together,” says George Escher, the artist’s 88-year-old son, who moved to Canada from the Netherlands in the 1950s and now lives in Stittsville. Here’s more on George Escher and his father, in a detailed article (with video) from the Ottawa Citizen’s Peter Simpson: Well, it turns out that one of Escher’s sons, George, now lives in a suburb of urban Ottawa. Until recently, I was unaware of any connection between M. Gift of George Escher, Mahone Bay, Nova Scotia, 1990, National Gallery of Canada, Ottawa. Escher, Relativity, July 1953, lithograph on cream laid japan paper. The museum is open and the underground parking lot is accessible.)Įscher stands out in at least two memorable ways, the aforementioned tessellation patterns, and his ability to draw connections that make no sense, yet seemingly work. Escher: The Mathemagician, at Ottawa’s National Gallery of Canada. (Do not be dismayed by construction on Sussex Drive. Which is why fans will want to know about an exhibit open now through May 3rd: M.C. In mathematics, tessellations can be generalized to higher dimensions.” Tessellations = “A tessellation of a flat surface is the tiling of a plane using one or more geometric shapes, called tiles, with no overlaps and no gaps. These feature impossible constructions, explorations of infinity, architecture, and tessellations. He is known for his often mathematically inspired woodcuts, lithographs, and mezzotints. ![]() Wikipedia summarizes Escher’s work thusly: Escher, a Dutch graphic artist who lived from 1898 to 1972. That’s one way to rank Maurits Cornelis Escher, or M. Some art is uniquely recognizable, even if we don’t remember who the artist was. Escher’s “Sky and Water I” © 2014 The M.C. Escher, Sky and Water I, June 1938, National Gallery of Canada, Ottawa, M.C. Tessellations You can try the same with a hexagon.M.C. Whatever shape you cut from one side must be slid across the shape and taped to the opposite side in order to create a shape that will tessellate. Every time you want to add or subtract from this basic shape, you will have to adjust the opposite side as well. What shapes will tessellate? Octagons will not tessellate. What shapes will tessellate? Hexagons will tessellate. What shapes will tessellate? Pentagons will not tessellate. What shapes will tessellate? Squares will tessellate. What shapes will tessellate? Triangles will tessellate. What shapes will tessellate? Circles will not tessellate. Certain shapes will tessellate to completely fill the page, leaving no spaces. ![]() Tessellations In creating a tessellation, it is usually easiest to start with a basic geometric shape. Escher produced his first tessellation in 1925. Escher (1898 – 1972) In tessellations, shapes interlock and completely cover the picture plane. Escher (1898 – 1972) The word “tessera” in latin means “small stone cube.” They were used to make “tessellata” the mosaic pictures on Roman floors and walls of buildings. ![]() Escher (1898 – 1972) Escher is considered the father of modern tessellations.
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