| Maurits
Cornelis Escher was born on June 17, 1898, in the town
of Leeuwarden, the youngest son of George
and Sara Escher. Called Mauk
by friends and family, he grew up in the town of Arnhem. He had
four brothers; the two eldest, Edmond (Eddy)
and Berend (Beer), were borne by his father's
first wife Charlotte, who died shortly
after Beer's birth in 1885.
His mother Sara married his father
in 1892 and bore three sons: Johan George
(George) in 1894, Arnold (Nol)
in 1896, and finally Mauk.
It
was in Arnhem that as a young boy, Mauk
received lessons in carpentry from a contractor's apprentice, Van
Eldik. During that time, he developed a love for working with
wood and learned how to remove the grain patiently from the surface of
a plank of pear wood, a technique that would later be of practical use
in producing fine woodcuts.
From
1912 to
1918,
he attended the hogere burgerschool (H.B.S., public
high school) in Arnhem. Although he was not particularly good in
his lessons in mathematics and the sciences, he absorbed the attitude and
methodological approach of the scientist at home. He once wrote in a letter,
"My affinity with the exact approach to natural phenomena is probably
related to the milieu in which I grew up as a boy: my father and three
of my brothers were all trained in the exact sciences or engineering, and
I have always had an enormous respect for these things" . His father,
a civil engineer, was a keenly observant and methodical person, open and
matter of fact, and he seems to have passed these qualities on to
Mauk.
In high school,
drawing was the one subject which he enjoyed. He preferred to draw in black
and white and often made drawings at home. He showed these drawings
to his art teacher, F. W. van der Haagen,
who recognized and encouraged Escher's
talent, and taught him how to make linoleum cuts. Escher's
first prints were mostly portraits or bookplates; the earliest dated one,
done in 1916, is of his father. He also made a few etchings; these
he felt were unsuccessful.

In the fall of 1917,
then a senior at the H.B.S.,
Escher
sent some of his linoleum prints to the well-known Dutch graphic
artist R. N. Roland Holst and asked
for his opinion. Holst
sent a kind
reply almost immediately and encouraged him to send further work. The following
June, Escher sent him a couple more
prints. In the fall of 1918, Escher
attended lectures at the Higher Technical School in Delft in order
to retake some of his final examinations which he had failed in August,
but health problems finally led him to give up his studies, and he concentrated
on his drawings. In February 1919 he visited Roland
Holst, then a professor at the Rijks-Academy in Amsterdam,
and talked about his future. Roland Holst strongly
advised him to begin making woodcuts and to consider studying architecture
at the university in Zurich.
Escher
immediately made a woodcut; a small piece of wood for a bookplate was all
he could afford. The design was for his close friend Roosje
and showed a single rose, together with her initials. He wrote enthusiastically
about the graphic technique in his letter to her. "It is splendid work,
but much more difficult than working in linoleum, because it is terribly
hard to cut palm wood against the grain."
Escher
was further encouraged when, a short while later, the first published review
of his work-some linoleum prints he had entered in the annual exhibition
of the Artibus Sacrurn society
appeared in the weekly paper De Hofstad
(The Court Capital). "The works that
first attract our attention include the beautiful woodcuts by M.
C. Escher, who entered a few portraits and a sunflower, soberly
executed and with a beautiful contrast between black and white." Escher
added
the question mark to his clipping of the review; the linocuts were mistaken
for woodcuts.
The following September
Escher
moved to Haarlem to attend the School for Architecture and Decorative Arts
with the intention of preparing for a career as an architect. Soon
after he began his classes, he met
Samuel Jessurun
de Mesquita, who taught nature drawing and graphic arts. Escher
showed
deMesquita
his graphic work, and the teacher advised him to devote his studies to
the graphic arts.
With a growing interested
in graphics, he spent a number of years travelling in Europe. He
married Jetta Umiker in 1921
and lived in Rome. His works at this time depict landscapes using
impossible perspectives.
Fascism in Italy
in the1930s made life impossible for Escher
and his family and they moved to Switzerland. In 1936 Escher
made an important journey to the Alhambra in Granada, Spain. He
was fascinated by Islamic art depicted in the Moorish tilings
he saw there and some time after his visit he read Pólya's
1924
paper on plane symmetry groups.
Although he did not
understand the abstract concept of groups discussed in Pólya's
paper he did understand the 17 plane symmetry groups described
there. Between 1936 and 1941 Escher worked
on possible periodic tilings producing 43 coloured drawings with a wide
variety of symmetry types. He adopted a highly mathematical approach with
a systematic study using notation which he invented himself.
After spending a while
in Belgium, Escher returned
to the Netherlands in
1941. His fame slowly spread
and articles appeared on his work during the 1950s. His works began to
be displayed in science museums rather than art galleries.
Escher
corresponded with several mathematicians for example Pólya
and Coxeter. A number of quotes by
Escher
show his relation with mathematics and mathematicians. " I have often
felt closer to people who work scientifically (though I certainly do not
do so myself) than to my fellow artists."

In 1958 he published
Regular Division of the Plane
and in this work he says:-
"At first I had no idea at all of the possibility of systematically
building up my figures. I did not know this was possible for someone
untrained in mathematics, and especially as a result of my
putting forward my own layman's theory, which forced me to think through
the possibilities. "
Again in Regular Division
of the Plane Escher writes:-
In mathematical quarters, the regular division of the plane has been considered
theoretically [Mathematicians] have opened the gate leading to an
extensive domain, but they have not entered this domain themselves. By
their very nature they are more interested in the way in which the gate
is opened than in the garden lying behind it.
In his last years
are described as follows:- When Escher's
view of the world turned inward he produced his best known puzzling
prints which, art aside, were truly intellectually playful, yet he was
not. His life turned inward, he cut himself off and he had few friends.
... He died in 27 March 1972 in Laren, Netherlands after a protracted
illness...
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