High and Low Art Print

Relativity Art Print

Waterfall Art Print

Hand with Globe

Three Worlds Art Print

Drawing Hands Art Print

Ascending and Descending

Mosaic II Art Print

Puddle Art Print

House of Stairs

Eye Art Print

Day and Night

Skull with Cigarette

Concave and Convex

Depth Art Print

Maurits Cornelis, who bore the nickname Mauk , was born in in the town of Leeuwarden, The Netherlands. He was the youngest son of civil engineer George Arnold Escher a child from his second marriage. His wife's name was Sara Gleichman. In 1903, the household relocated to Arnhem where he learned woodworking skills and took piano lessons until he was thirteen years of age.

From 1903 until 1918 he went to elementary and secondary school. Although he excelled at drawing, his grades were mostly low, and it was necessary for him to replicate the course twice. In 1919, Escher went to the Haarlem School of Architecture and Decorative Arts. He studied architecture for a short period, but changed over to decorative arts and studied under a new teacher who he grew to admire, Samuel Jessurun de Mesquita, with whom he would continue to be friends for years. In 1922 Escher departed the school, having acquired experience in drawing and creating woodcuts.

Reptiles Art Print

Circle Limit IV

Bond of Union

Metamorphosis I Art Print

Another World Art Print

Still Life and Street

Print Gallery

Belvedere Art Print

Three Spheres II

Rind Art Print

Ants Art Print

Liberation Art Print

Magic Mirror

Encounter Art Print

Tower of Babel

In 1922, an significant year in his life, Escher journeyed through Italy to visit places such as Florence, San Gimignano, Volterra, Siena and then on to Spain where he would visit the cities of Madrid, Toledo, Granada. He was moved by the Italian countryside and by the Alhambra, a fourteenth-century Moorish palace in Granada, Spain. He revisited to Italy on a numerous occasions in the ensuing years. In Italy he encountered Jetta Umiker, whom he wed in 1924. The young couple relocated to in Rome and where they set up house and remained there until 1935, when the political mood under Mussolini turned intolerable. Their son, Giorgio Arnaldo Escher, named after his grandfather, was born in while the couple lived in Rome. The family then traveled to Château-d'Ex, Switzerland where they stayed on for two years hence.

Escher, who had been quite partial to and inspired by the landscape in Italy, was unquestionably discontent in Switzerland, so in 1937, the household moved once more, to Ukkel, a humble town close to Brussels, Belgium. World War II pushed them to move yet again in January 1941, this time to Baarn, the Netherlands, where Escher resided until 1970.

On April 30, 1955, Escher was presented with a Knighthood of the Order of Orange-Nassau.

The majority of Escher's most well known art works date from this era. The occasionally cloud-covered, cold, wet weather condition of the Netherlands enabled him to concentrate intently on his art, and only when in1962, while he suffered operation, was there a time when no fresh envisions were created.

Escher relocated to the Rosa-Spier home in Laren in 1970, a retirement home for artists where he would be allowed have a studio of his own. He passed away at the nursing home on March 27, 1972, at seventy-three years of age.

Gravity Art Print

Palm Art Print

Verbum Art Print

Still Life with Reflecting Sphere

Hell Art Print

Double Planetoid Art Print

Escher's first recognized print of one of his imaginings of impossible reality was Still Life and Street, 1937. His artistic reflection was produced from envisions in his mind, as opposed to than directly from observances and trips to different countries. Familiar cases of his work also include Drawing Hands, a play in which two hands are depicted, each drafting the other; Sky and Water, in which light encounters shadow to morph fish in water into birds in the sky; Ascending and Descending, in which rows of people go up and come down stairs in an endless loop, on a structure which is impossible to build and feasible to draw only by assuming advantage of oddities of perception and perspective.

He worked chiefly in the media of lithographs and woodcuts, although the a couple of mezzotints he constructed are believed to be masterpieces of the method. In his graphic art, he depicted mathematical kinships amidst shapes, figures and space. In addition, he explored interwoven figures using black and white to heighten various dimensions. Intermingled into his prints were reflections of cones, spheres, cubes, rings and spirals.

Along with practicing the art of to sketching landscape and nature in his younger years, he as well sketched insects, which oftentimes came out in his future work. His first artistic work was finished in 1922, which boasted eight human heads separated in various planes. Afterward in approximately 1924, he dropped interest in "regular division" of planes, and moved to sketching landscapes in Italy with unorthodox perspectives that are inconceivable in natural shape.

Even though Escher did not have a mathematical a education his interpretation of mathematics was mostly visual and spontaneous, Escher's art has a substantial mathematical element, and numerous worlds which he created are established around impossible items such as the Necker cube and the Penrose triangle. Several of Escher's works utilized echoed tilings called tessellations. Escher's artwork is particularly well-liked by mathematicians and men of science, who delight in his use of polyhedra and geometric deformations. For instance, in the piece Gravity, multi-colored turtles jab their heads out of a stellated dodecahedron.

The mathematical influence in his artwork showed itself in approximately 1936, when he was traveling the Mediterranean with the Adria Shipping Company. In particular, he became fascinated with order and correspondence. Escher 's account of his travel through the Mediterranean lands as "the richest source of inspiration I have ever tapped."

Following his trip to the Alhambra, Escher attempted to better improve the art works of the Moors practicing geometric grids as the foundation for his outlines, which he then overlaid with further designs, principally creatures such as birds and lions.

His initial analysis of mathematics, which would subsequently head to its addition into his art works, started with George Polya's scholarly paper on plane symmetry groups given to him by his brother Berend. This paper prompted him to study the conception of the seventeen wallpaper groups plane symmetry groups. Employing this mathematical construct, Escher produced periodic tilings with forty-three colored drawings of varied cases of symmetry. From this stage on he formulated a mathematical approach to reflections of symmetry in his art. Commencing in 1937, he produced woodcuts practicing the theory of the seventeen plane symmetry groups.

In 1941, Escher penned his first paper, now publicly accepted, referred to Regular Division of the Plane with Asymmetric Congruent Polygons, which elaborated his mathematical approach to graphics introduction. His purpose in writing this was to assist himself in incorporating mathematics into art. Escher is believed a research mathematician of his era as a result of of his documentation with this paper. In it, he analysed color founded division, and produced a system of categorising combinings of shape, color and proportionate attributes. By examining these regions, he researched an area that later mathematicians termed crystallography.

At some point around 1956, Escher researched the theory of mapping infinity on a two-dimensional plane. Discourses with Canadian mathematician H.S.M. Coxeter prompted Escher's interest in hyperbolic tessellations, which are rhythmic tilings of the hyperbolic plane. Escher's exercises Circle Limit I-IV demonstrate this construct. In 1995, Coxeter affirmed that Escher had accomplished mathematical perfection in his etchings in a issued paper. Coxeter penned, "Escher got it absolutely right to the millimeter."

His art bestowed upon him fame: he was granted the Knighthood of the Order of Orange Nassau in 1955. Afterwards he on a regular basis planned art for dignitaries about the globe.

In 1958, he issued a paper known as Regular Division of the Plane, in which he depicted the organized buildup of mathematical patterns in his artworks. He stressed, "Mathematicians have opened the gate leading to an extensive domain."

In general, his love of Roman and Italian landscapes in his younger years and of nature guided to his interest in steady division of a plane. He forged in the media of woodcuts, lithographs and mezzotints. In his lifespan he produced over one hundred fifty colored works applying the conception of regular division of a plane. Additional mathematical rationales demonstrated in his works include the superposition of a hyperbolic plane on a fixed 2-dimensional plane, and the incorporation of three-dimensional objects such as spheres, columns and cubes into his works. For example, in a print called "Reptiles," he combined two and three-dimensional images. In one of his papers, Escher emphasized the importance of dimensionality and described himself as "irritated" by compressed shapes: "I make them come out of the plane."

Escher likewise learned the mathematical constructs of topology. He learned further theories in mathematics from British mathematician Roger Penrose. From this information he produced Waterfall and Up and Down, boasting unorthodox perspectives related to the theory of the Mobius strip.

Escher published Metamorphosis I in 1937, which was a leading off part of a set of designs that recounted a tale through the application of images. These works showed a culmination of Escher's accomplishments to integrate mathematics into art. In Metamorphosis I, he metamorphosed convex polygons into regular patterns in a plane to build a human theme. This impression represents his transfer of pursuit from landscape and nature to regular division of a plane.

One of his most celebrated artworks is the famed Metamorphosis III, which is sufficiently broad enough to encompass all the walls in a room, and then curl backward onto itself.

Subsequently after 1953, Escher turned a lecturer to many establishments. A designed set of speeches in North America in 1962 was called off due to sickness, but the illustrations and text for the speeches, scripted out in completely by Escher, was subsequently published as division of the book Escher on Escher. In July of 1969, he completed his final work before his dying, a woodcut known as Snakes. It boasts etchings of patterns that melt to infinity both to the core and the boundary of a circle. Snakes cross the circle and the patterns in it, with their heads protruding out of the circle.

Several well recognized museums include original art by Escher in their accumulations. Some prominent public collections include pieces such as: The National Gallery of Art in Washington, D.C., The National Gallery of Canada in Ottawa, The Israel Museum in Jerusalem, The Escher Museum at The Hague, The Netherlands, and the Fine Arts Museums of San Francisco. Escher's art resides in many of the best individual collections which include the Schwartz Collection of Boston, the Walker Collection of San Diego, the Vess Collection of Detroit, the Roosevelt Collection of Palm Beach, the Price Collection of Connecticut, and the Elder Collection of San Francisco.

* Trees, ink 1920
* St. Bavo's, Haarlem, ink 1920
* The Easter Flower, woodcut book illustrations 1921
* Eight Heads, woodcut 1922
* Dolphins also known as Dolphins in Phosphorescent Sea, woodcut 1923
* Tower of Babel, woodcut 1928
* Street in Scanno, Abruzzi, lithograph 1930
* Castrovalva, lithograph 1930
* The Bridge, lithograph 1930
* Palizzi, Calabria, woodcut 1930
* Pentedattilo, Calabria, lithograph 1930
* Atrani, Coast of Amalfi, lithograph 1931
* Ravello and the Coast of Amalfi, lithograph 1931
* Covered Alley in Atrani, Coast of Amalfi, wood engraving 1931
* Phosphorescent Sea, lithograph 1933
* Still Life with Spherical Mirror, lithograph 1934
* Hand with Reflecting Sphere also known as Self Portrait in Spherical Mirror, lithograph 1935
* Inside St. Peter's, wood engraving 1935
* Portrait of G.A. Escher, lithograph 1935
* Hell, lithograph, - following painting by Hieronymus Bosch 1935
* Regular Division of the Plane, series continued through 1960s 1936
* Still Life and Street - First impossible reality, woodcut 1937
* Metamorphosis I, woodcut 1937
* Day and Night, woodcut 1938
* Cycle, lithograph 1938
* Sky and Water I, woodcut 1938
* Sky and Water II, lithograph 1938
* Metamorphosis II, woodcut 19391940
* Verbum -Earth, Sky and Water, lithograph 1942
* Reptiles, lithograph 1943
* Ant, lithograph 1943
* Encounter, lithograph 1944
* Doric Columns, wood engraving 1945
* Three Spheres I, wood engraving 1945
* Magic Mirror, lithograph 1946
* Three Spheres II, lithograph 1946
* Another World Mezzotint or Other World Gallery, mezzotint 1946
* Eye, 1946, mezzotint 1946
* Another World or Other World, wood engraving woodcut 1947
* Crystal, mezzotint 1947
* Up and Down or High and Low, lithograph 1947
* Drawing Hands, lithograph 1948
* Dewdrop, mezzotint 1948
* Stars, wood engraving 1948
* Double Planetoid, wood engraving 1949
* Order and Chaos Contrast, lithograph 1950
* Rippled Surface, woodcut and linoleum cut 1950
* Curl-up, lithograph 1951
* House of Stairs, lithograph 1951
* House of Stairs II, lithograph 1951
* Puddle, woodcut 1952
* Gravitation, 1952
* Dragon, woodcut lithograph watercolor 1952
* Cubic Space Division, lithograph 1952
* Relativity, lithograph 1953
* Tetrahedral Planetoid, woodcut 1954
* Compass Rose -Order and Chaos II, lithograph 1955
* Convex and Concave, lithograph 1955
* Three Worlds, lithograph 1955
* Print Gallery, lithograph 1956
* Mosaic II, lithograph 1957
* Cube with Magic Ribbons, lithograph 1957
* Belvedere, lithograph 1958
* Sphere Spirals, woodcut 1958
* Ascending and Descending, lithograph 1960
* Waterfall, lithograph 1961
* Möbius Strip II - Red Ants woodcut 1963
* Knot, pencil and crayon 1966
* Metamorphosis III, woodcut 1967 1968
* Snakes, woodcut 1969