M.C. Escher - Factbites

M.C. Escher - Factbites
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Topic: M.C. Escher

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	M.C. Escher - Wikipedia, the free encyclopedia
		Escher, who had been very fond of and inspired by the landscape in Italy, was decidedly unhappy in Switzerland, so in 1937, the family moved again, to Ukkel, a small town near Brussels, Belgium.
		Escher's work has a strong mathematical component, and many of the worlds which he drew are built around impossible objects such as the Necker cube and the Penrose triangle.
		Escher's artwork is especially well-liked by mathematicians and scientists who enjoy his use of polyhedra and geometric distortions.
	en.wikipedia.org /wiki/M._C._Escher (1975 words)

	Escher
		Escher came across an article written by Coxeter, and again whilst unable to understand the text, he was able to determine the rules regarding hyperbolic tessellations using only the diagrams in the paper.
		Escher was regularly heard to complain about his lack of natural drawing ability and as a result most of his pieces took a long time to complete, and required numerous attempts before he was completely happy.
		Escher felt that he could improve upon the work of the Moorish artists and used his sketches as a geometric grid from which to design his own characters to fill the plane.
	www-groups.dcs.st-and.ac.uk /~history/Mathematicians/Escher.html (3138 words)

	The Art and Illusions of M. C. Escher [encyclopedia]
		Escher, M(aurits) C(ornelis) (1898-1972) was a Dutch graphic artist, who is most recognized for spatial illusions, impossible buildings, repeating geometric patterns (tessellations), and his incredible techniques in woodcutting and lithography.
		Escher's early work consists mainly of landscapes and townscapes, but beginning about 1936 his work became increasingly concerned with scenes of his own creation, especially with the repeating patterns and spatial illusions for which he is best known.
		Although Escher had no formal training in mathematics or sciences, he has had an especially strong appeal to mathematicians, crystallographers, and to psychologists interested in visual perception.
	eluzions.com /Illusions/Art/Escher (532 words)

	MC Escher :: Biography
		In 1924 Escher married Jetta Umiker, and the couple settled in Rome to raise a family.
		Aspiring to be an architect, Escher enrolled in the School for Architecture and Decorative Arts in Haarlem.
		After Escher left Italy in 1935, his interest shifted from landscape to something he described as "mental imagery," often based on theoretical premises.
	www.eyetricks.com /artists/mc_escher/biography.htm (408 words)

	Escher Centennial Conference in Rome
		Escher said he felt it "necessary to understand this mechanism which I have not been able to understand." Furthermore, it was fun for him to get from one pattern to another without mathematics but with a lot of patience.
		Capri is nearby, as is Atrani, where Escher found the waterfront tower that he joined to the chessboard in his masterpiece, "Metamorphosis." Ravello is the kind of place where every view is unmatched by any photograph, but Escher captured a number of places exquisitely in his prints.
		Escher used many of the beautiful buildings and viewpoints around Ravello in his work, and we were fortunate to have an expert guide lead us on a tour of the "Escher sights" in this enchanted place.
	www.escher.info /Rome.htm (1509 words)

	M.C. Escher
		Escher said that he felt irresistible joy with putting multiple copies of an image on a drawing and making them fit together in a structure.
		Through 40 year of practice, Escher found a way to mediate the need for the eyeballs to find meaning and beauty, and the need for the mathematical rules to be followed.
		Escher has a wonderful description of this thinking process in his book "Exploring the Infinite".
	www.geocities.com /williamwchow/escher/escher.htm (375 words)

	Escher
		Escher is a declarative, general-purpose programming language that integrates the best features of both functional and logic programming languages.
		Escher goes beyond Gödel in its provision of function definitions, its higher-order facilities, its improved handling of sets, and its provision of concurrency and declarative input/output.
		Escher also has a collection of system modules, providing numerous operations on standard data types such as integers, lists, characters, strings, sets, and programs.
	www.cs.bris.ac.uk /~jwl/escher.html (360 words)

	M.C. Escher -- Encyclopædia Britannica
		Escher, M.C. (1898–1971), Dutch artist known for his lithographs and woodcuts that use realistic details to create bizarre conceptual and optical effects, born in Leeuwarden; studied at Haarlem's School of Architecture and Decorative Arts; achieved technical virtuosity in prints that attracted the general public, mathematicians, and psychologists with their unusual perspective of...
		Escher, M.C. Dutch graphic artist who is known for his realistic, detailed prints that achieve bizarre optical and conceptual effects.
		From 1919 to 1922, Escher studied at the School of Architecture and Decorative Arts in Haarlem, Netherlands, where he developed an interest in graphics and worked mainly in woodcut.
	www.britannica.com /eb/article-9032985?tocId=9032985 (841 words)

	Mathematical Art of M.C. Escher -- Platonic Realms MiniText
		Escher, however, was fascinated by every kind of tessellation – regular and irregular – and took special delight in what he called “metamorphoses,” in which the shapes changed and interacted with each other, and sometimes even broke free of the plane itself.
		Escher understood that the geometry of space determines its logic, and likewise the logic of space often determines its geometry.
		A central concept which Escher captured is that of self-reference, which many believe lies near the heart of the enigma of consciousness – and the brain's ability to process information in a way that no computer has yet mimicked successfully.
	www.mathacademy.com /pr/minitext/escher (2995 words)

	M. C. Escher
		This is the definitive book on Escher, containing more than 400 reproductions of his graphic work, and including extensive essays.
		"After Escher had said goodbye to the south [in 1936], his work took a direction that was eventually to lead to his becoming famous.
		No doubt this circumstance was in a high degree responsible for bringing my inner visions into being.' In the same introduction, Escher wrote about his prints dating from after 1936 that they were created 'with a view to communicating a specific line of thought.
	www.artchive.com /artchive/E/escher.html (770 words)

	St. James Encyclopedia of Pop Culture: M. C. Escher
		Escher was best known for his tessellation, or repeating geometric patterns, and he also liked to draw scenes that incorporated several different spatial perspectives.
		The art critic, noting that Escher's fan base seemed confined to "scientists and stoned kids," observed dryly that the "psychedelic young" had seized upon Escher imagery in part because of his "terrific virtuosity" and "gamut of fanciful imagery," not to mention accessibility.
		A 1968 retrospective of Escher's work in The Hague, Holland's seat of government, gave his popularity something of an international boost, and an Escher Foundation was established in 1968 to market and promote his prints.
	www.findarticles.com /p/articles/mi_g1epc/is_bio/ai_2419200371 (992 words)

	Pattern Lesson 7 Art Part
		Escher describes the following: "Placed horizontally and vertically in the plane, with the letters o and m as points of intersection the words are gradually transformed into a mosaic of black and white squares which in turn develop into reptiles.
		Escher was also fascinated by the concept of infinity, which led him into explorations of space beyond the two dimensional plane.
		Escher was a great master of tessellation (the regular division of the plane, or tiling).
	www.dartmouth.edu /~matc/math5.pattern/lesson7art.html (2022 words)

	Escher
		Escher plays with the ambiguity of volumes on the flat picture plane; they switch from solid to hollow, from inward to outward, from roof to ceiling, like the cubes in the flag.
		Escher succeeded to put a symbolic bridge between the realms of art and science.
		In "Concave and Convex," Escher has created a paradoxical world where concave and convex are constantly shifting, throwing the mind into complete ambiguity and confusion.
	trese.cs.utwente.nl /taosad/escher.htm (1147 words)

	m.c. escher ‹ artists ‹ art ‹ meridian.net.au
		M.C. Escher (Maurits Cornelis Escher) is most famous for his prints depicting impossible buildings and structures, tessellations and regular divisions of the plane, contorted perspectives, and illusions.
		Escher's graphic works and prints visualized the impossible, and conceived the most complex mathematical and geometrical ideas, captivating mathematicians, crystallographers, and biologists.
		Escher's art, especially his later works, lures the casual viewer into an amazing, wonderful, and surprising world.
	meridian.net.au /Art/Artists/MCEscher (226 words)

	Worth1000.com Photoshop Contests Are you Worthy contest
		Escher hadn't liked the idea of adding a waterslide to the house, but the neighbors sure came over more.
		It's actually amazing how Escher could have drawn such a perfect hand and such a perfect self portrait while holding such a large ball...
		born in the same town as escher, i feel myself connected to him, hope i didn't mess up his artwork...
	www.worth1000.com /cache/contest/contestcache.asp?contest_id=3447&display=photoshop#entries (1298 words)

	Escher, M. C. on Encyclopedia.com
		Pictures and Maps for: Escher, M. shows not only the interior of a room, but also a self-portrait of its creator M.C. Escher.
		Primarily a graphic artist, Escher composed works notable for their irony, often with impossible perspectives rendered with mechanical verisimilitude.
		Escher Group Unveils Next Generation Postage At 'America's Millennium' Celebration in Washington.
	www.encyclopedia.com /html/e/escher-m1.asp (378 words)

	Escher
		Escher is a collection of libraries for X Window System written purely in Java.
	escher.sourceforge.net (36 words)

	M.C. Escher Mindscape
		You are immovably the focus of your world.” (Escher, 1989, p.
		All M.C. Escher works © Cordon Art B.V., Baarn, The Netherlands, Used by permission.
		Escher had his whole world at his fingertips, and now you will too, as you seek the answers to these questions while browsing this site.
	cybermuse.gallery.ca /cybermuse/youth/escher/home/home01_e.jsp (248 words)

	Encyclopedia: Escher
		Arnold Escher von der Linth (June 8, 1807 - July 12, 1872), Swiss geologist, the son of Hans Conrad Escher (1767-1823), was born at Zürich.
		Self portrait, 1943¹ Maurits Cornelis Escher (Leeuwarden, June 17, 1898 - Laren, March 27, 1972) was a Dutch artist most known for his woodcuts, lithographs and mezzotints, which tend to feature impossible constructions, explorations of infinity, and tessellations.
		Josef Escher (September 17, 1885 - December 9, 1954) was a Swiss politician.
	www.nationmaster.com /encyclopedia/Escher (286 words)

	Maurits Cornelius Escher
		Escher created a visual paradox in the lithograph Relativity (1953) by combining three separate perspectives into a unified, coherent whole.
		Escher on Escher - Exploring the Infinite (by M.C.Escher)
		The Graphic Work of M. Escher (by M.C.Escher)
	www.insite.com.br /rodrigo/text/escher.html (136 words)

	Middle Level Mathematics: M.C.Escher: The Poet of the Impossible
		Escher had a great deal of trouble with mathematics when he was at school, and yet his works include much mathematical content.
		Present to the class a number of works by the artist M.C. Escher and make mention of the fact that he was fascinated by regularity and mathematical structure, by continuity and the infinite, and by the latent conflict in each image.
		Escher used geometrical shapes which he would transform so as to generate other interesting shapes.
	www.sasked.gov.sk.ca /docs/midlmath/escher.html (4595 words)

	Mars Exploration Rover Mission: Press Release Images: Opportunity
		Like "Escher" and other rocks dotting the bottom of Endurance, scientists believe fractures in Earhart could have been formed by one of several processes.
		This implies that the surface of Escher has been chemically altered to a greater extent than the surface of Virginia.
		Opportunity has spent the last 14 sols investigating Escher, specifically the target dubbed "Kirchner," and other similar rocks with its scientific instruments.
	marsrovers.jpl.nasa.gov /gallery/press/opportunity/20041007a.html (789 words)

	Amazon.co.uk: The Magic of M.C.Escher: Books
		For the artist Escher, the skin of the visible world was a piece of cloth that could be cut, folded, shaped, and rearranged in many ways.
		The book is organized chronologically, a view of Escher's art that tells a story on its own, with the early pieces having their own primitive fascination.
		Escher has always attracted the attention of scientists, mathematicians and teenage boys everywhere.
	www.amazon.co.uk /exec/obidos/ASIN/0500975914 (959 words)

	A concise history of the artist M. C. Escher
		At this time Escher also developed his technique of creating patterns with repeated configurations of animals, birds, fish and other elements of nature, employing sophisticated mathematical design principles.
		A Dutch graphic artist and printmaker, Escher studied at School voor Kunstnijverheid (Technical School of Art) in Haarlem from 1919-22 then lived in Italy until 1935 where initially he concentrated on Italian landscapes and towns.
		A concise history of the artist M. Escher
	mc-escher.netfirms.com (242 words)

	Gödel, Escher, Bach: an Eternal Golden Braid
		In the visual arts, this is best exemplified by Escher's Mosaic lithographs, where the shapes that form the background for a group of black "phantasmagorical beasts" define another set of figures, in white.
		The form deals with the same mathematical concepts discussed by the characters, and reminds the reader of the musical pieces by Bach and printed works by Escher that the characters mention directly in their talks.
		The works of M.C. Escher and J.S. Bach are discussed, in addition to other works of art and music.
	www.forum2.org /tal/books/geb.html (1335 words)

	The Polyhedra of M.C. Escher
		The amazingly original mathematical artist Maurits Cornelis Escher (1898-1972) created imaginative images which give a unique perspective on this world and others.
		He shared this interest with his brother, B.G. Escher, who was a geologist and wrote a text on crystallography.
		For example, this 1961 lithograph Waterfall features the compound of three cubes and the first stellation of the rhombic dodecahedron as ornaments atop the two towers.
	www.georgehart.com /virtual-polyhedra/escher.html (436 words)

	Escher and the Droste effect - Universiteit Leiden
		In November 2002 the permanent Escher museum Escher in het Paleis opened its doors to the public.
		For more information about Escher and his work we refer to the links on the official M.C. Escher website of the M.C. Escher Foundation and Cordon Art.
		Some additional links can be found through the Google directory listing about Escher.
	escherdroste.math.leidenuniv.nl /index.php?menu=escher (84 words)

	Escher for Real
		Again, this model looks like the original Escher drawing from one direction only, whereas the (not so) vertical poles stretch from the far top to the near bottom sides and vice-versa.
		The work of M.C. Escher needs no introduction.
		This specific shape is reconstructed as a C^0 continuous sweep surface with a square cross section that rotates as we move along the edges.
	www.cs.technion.ac.il /~gershon/EscherForReal (891 words)

	Open Directory - Arts: Art History: Artists: E: Escher, M. C.
		Mathematical Art of M.C. Escher - A detailed and liberally illustrated essay on the signifigance of Escher's artwork for the student of mathematics.
		Maurits Cornelius Escher: A biography - A biography of M.V. Escher.
		Leiden University - Escher and the Droste Effect - Student project aiming to visualize the mathematical structure behind the 'Print Gallery'.
	dmoz.org /Arts/Art_History/Artists/E/Escher,_M._C. (306 words)

	ESCHER — Escher Institute
		ESCHER is an independent, non-profit research institute dedicated to the transition of government-sponsored information-technology out of the research environment and into practical use by industrial and government end users.
		Find out more in the about us section and become a member on our website to leave feedback and download toolchain software by filling out this form.
		The NSF Science and Technology Center, TRUST, uses ESCHER as a repository for research results.
	www.escherinstitute.org (99 words)

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