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M.C. Escher

Questions about the Dutch artist, Maurits Cornelius Escher - known as M.C. Escher - who is famous for his wood prints of impossible buildings and of tesselations.

307 Questions

Why was M.C. Escher's nickname Mauk?

"Mauk" comes from his first name, Maurits.

What are 5 things that you would recognize the most often in m.c eschers work?

shading

illusions

black and white

something turning into something else

woodcut

What image is reflected in Escher's Eye?

It is a skull that is shown in the eye. He was reflecting on human mortality.

What country did Escher meet his wife?

Escher made a number of trips to Italy. While there he met Jetta Umiker. They were married in 1924.

What do M.C Escher's initials stand for?

M.C. Escher's name was Maurits Cornelis.
From the Netherlands.

What was the name of Maurits Cornelis Escher's wife?

He married Jetta Umiker in 1924.
her name was Jetta Umiker

Who was Maurits Escher?

Maurits Cornelis Escher (1898-1972) is one of the world's most famous graphic artists. His art is enjoyed by millions of people all over the world, as can be seen on the many web sites on the internet.

He is most famous for his so-called impossible structures, such as Ascending and Descending, Relativity, his Transformation Prints, such as Metamorphosis I, Metamorphosis II and Metamorphosis III, Sky & Water I or Reptiles.

Answer:

Maurits Cornelius Escher (M. C. Escher) was an eclectic Dutch graphic artist. He is known for his often mathematically inspired woodcuts, lithographs, and mezzotints. These feature impossible constructions, explorations of infinity, architecture, and tessellations (tiling) brought about by forced perspective and other visual "tricks".

What did M.C. Escher visit in Granada Spain?

That would be the Alhambra Palace in Grenada. This Moorish building and its art had a profound affect on the works of Escher. The tile work introduced him to the concept of regular division which eventually lead to the concept of tessellations.

Did Escher do a painting called ghosts?

In the Sept 2009 Issue of "Discovery" magazine, there is an interview with Roger Penrose, one of the greatest thinkers in physics. Quoting from the interview: "I met Escher once, and gave him some tiles that will make a repeating pattern, but not until you've got 12 of them fitted together. He did this, and then he wrote to me and asked me how it was done -- what was it based on? So I showed him a kind of bird shape that did this, and he incorporated it into what I believe is the last picture he ever produced, calledGhosts." Escher's last tessellation was a solution to a puzzle sent to him by Roger Penrose, the mathematician. Escher solved it and, true to form, changed the angular wood blocks into rounded 'ghosts'. This image appears to be titled 'Penrose Ghosts' (see related link).

What does Alhambra palace have to do with Escher?

The moorish patters at the Alhambra influenced M.C. Escher greatly and were the foundation for all of his symmetry drawings.

When was Swans by M.C. Escher created?

It is a wood engraving. He created it in 1956.

Did Escher have any brothers and sisters?

Escher had 4 brothers and no sisters. Their names were Arnold, Johan, Berend, and Edmond. He was the youngest of the family.

How did M.C. Escher's wife die?

He had a rare type of cancer. He died at age 73 on March 27 1972.

Quels sont les formes le plus souvent utilisées par Escher?

Les formes le plus souvent utilisées par M. C. Escher sont les formes impossibles.

Grâce à des perspectives confondantes, Escher dessine des choses qui semblent normales jusqu'au moment où on essaie de les concrétiser.

On peut vraiment pas apprécier ses œuvres sans les voir soi-même.

What type of illusions did M.C. Escher make?

He used perspective to create the illusions. By playing with the viewpoint, he was able to create optical illusions making individuals question what they were seeing.

Where is M.C. Escher's 'three intersecting planes' located?

Escher made prints using lithography or wood engravings. Then he made a quantity of prints, all of which are considered originals. These can be found throughout the world in various museums and collections.