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Print Gallery (M. C. Escher)

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Lithograph printed in 1956 by the Dutch artist M. C. Escher

Print Gallery
Dutch:Prentententoonstelling
A lithograph showing a man viewing a print in a gallery, with the gallery itself appearing in the print
A man viewing a print of a seaport in a gallery, with the gallery itself appearing within the print
ArtistM. C. Escher
Year1956 (1956)
TypeLithograph
Dimensions12.625 in × 12.5 in (32.07 cm × 31.75 cm)

Print Gallery (Dutch:Prentententoonstelling) is alithograph printed in 1956 by theDutch artistM. C. Escher.[1] It depicts a man in a gallery viewing a print of a seaport, and among the buildings in the seaport is the very gallery in which he is standing, making use of theDroste effect with visualrecursion.[2] The lithograph has attracted discussion in both mathematical and artistic contexts. Escher consideredPrint Gallery to be among the best of his works.[3]

Origins

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Bruno Ernst citesM. C. Escher as stating that he beganPrint Gallery "from the idea that it must be possible to make an annular bulge, a cyclic expansion ... without beginning or end."[4] Escher attempted to do this with straight lines, but intuitively switched to using curved lines which make the grid expand greatly as it rotates.[4][5]

Seeming paradox

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Diagram of the apparent paradox embodied in M. C. Escher's 1956 lithographPrint Gallery, as discussed byDouglas Hofstadter in his 1980 bookGödel, Escher, Bach
Further information:Mathematics and art § Illustrating mathematics

In his bookGödel, Escher, Bach,Douglas Hofstadter explains the seeming paradox embodied inPrint Gallery as astrange loop showing three kinds of "in-ness": the gallery is physically in the town ("inclusion"); the town is artistically in the picture ("depiction"); the picture is mentally in the person ("representation").[6]

Possible Droste effect

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Further information:Droste effect

Escher's signature is on a circular void in the centre of the work. In 2003, two Dutch mathematicians, Bart de Smit andHendrik Lenstra, reported a way of filling in the void by treating the work as drawn on anelliptic curve over the field ofcomplex numbers. They deem an idealised version ofPrint Gallery tocontain a copy of itself (the Droste effect), rotated clockwise by about 157.63 degrees and shrunk by a factor of about 22.58.[5] Their website further explores the mathematical structure of the picture.[7]

Post-modernism

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Print Gallery has been discussed in relation topost-modernism by a number of writers, including Silvio Gaggi,[8] Barbara Freedman,[9] Stephen Bretzius,[10] andMarie-Laure Ryan.[11]

Architectural influences

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The coastal architecture combines elements from Escher's 1935 visit to Malta aboard the S.S. Verdi. Although distorted, the work depictsSenglea, Malta, transforming the harbour town's characteristic stacked buildings and traditional balconies.[12] Escher's earlier realistic workSenglea, Malta (1935) provided the primary architectural foundation for this impossible construction.

References

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  1. ^"Maurits Cornelis Escher (1898-1972), Print Gallery".Christie's. Retrieved3 July 2025.
  2. ^Merow, Katharine (2013)."Escher and the Droste Effect".Mathematical Association of America.Archived from the original on 2 August 2013.
  3. ^Locher, J.L.The Magic of M.C. Escher.Harry N. Abrams, p. 133.
  4. ^abErnst, Bruno (1976).The Magic Mirror of M. C. Escher. Translated by Brigham, John E. New York: Ballantine Books.
  5. ^abde Smit, B.; Lenstra, H. W. (2003). "The Mathematical Structure of Escher's Print Gallery".Notices of the American Mathematical Society.50 (4):446–451.
  6. ^Cooper, Jonathan (5 September 2007)."Art and Mathematics". Retrieved5 September 2015.
  7. ^Lenstra, Hendrik; De Smit, Bart."Applying Mathematics to Escher's Print Gallery".Leiden University. Archived fromthe original on 6 June 2018. Retrieved6 June 2018.
  8. ^Gaggi, Silvio (1989).Modern/Postmodern: A Study in Twentieth-Century Arts and Ideas.University of Pennsylvania Press. pp. 44–45.ISBN 0-8122-8154-3.
  9. ^Freedman, Barbara (1991).Staging the Gaze: Postmodernism, Psychoanalysis, and Shakespearean Comedy.Cornell University Press. pp. 124–126.ISBN 0-8014-9737-X.
  10. ^Bretzius, Stephen (1997).Shakespeare in Theory: The Postmodern Academy and the Early Modern Theater.University of Michigan Press. p. 57.ISBN 0-472-10853-0.
  11. ^Ryan, Marie-Laure (2000).Narrative as Virtual Reality: Immersion and Interactivity in Literature and Electronic Media.Johns Hopkins University Press. p. 165.ISBN 0-8018-6487-9.
  12. ^Locher, J.L.; Bool, F.H.; Kist, J.R.; Wierda, F. (1981).M.C. Escher: His Life and Complete Graphic Work. Harry N. Abrams. p. 148.ISBN 978-0-8109-8113-3.

External links

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