Archaeocryptography (from Greek ἀρχαῖος, arkhaios, "ancient" and κρυπτός (kruptós), "hidden, secret"; and γράφειν (graphein), "to write") is the study of decoding a monument or structure by determining the underlying mathematical order beneath the proportions, size, and placement to find any re-occurring or unusual data in respect to that which is being studied, or within another monument or structure.
Archaeocryptography is not a recognized branch of archeology or of any other academic discipline. It is an example of pseudoscience or pseudoarchaeology that employs contrived calculations involving many free parameters to achieve an impressive-looking result.
The word archaeocryptography is derived from archaeology, which is the study of human activity in the past, and cryptography, which is the study of techniques for secure communication in the presence of third parties. Archaeocryptography has attracted determined practitioners because the border between the known and the unknown which limited knowledge exists and are difficult to disprove.[full citation needed][not in citation given]
Archaeocryptologists try to find underlying correlations in respect that which is being studied or decoded. Some factors taken into consideration while deciphering an object, structure or megalithic monument can include the features such as faces, stairs, sides, and terraces. The geolocation or mathematical operations are performed on latitude and longitude coordinates as well as astronomical alignments, such as are found with archaeoastronomy. The incorporation of grids, the use of numerical ordering, mathematical constants, Biblical gematria, and any other re-occurring number that might stand out from the decoding process are determining factors.
Archaeocryptologists then can use different mathematical formulas to find correlations within that which is being studied or between other monuments or structures that share any underlying factors. Popular examples are the Orion correlation theory  between the Giza pyramid complex and the three middle stars of the constellation Orion, and also theories about the region of Cydonia on Mars.
The coining of the word archaeocryptography is often attributed to Carl P. Munck, who after retiring from the US Military in the late 1970s began studying cartographic material among other topics trying to search for better answers as to why certain megalithic monuments exist. This led him to a formula he believes architects used to place and design various megalithic monuments. Munck's theory claims that calculations using selected numbers or dimensions found in megalithic monuments or Egyptian pyramids yield the latitude or longitude of the site. However, in Munck's findings, the prime meridian does not run through Greenwich, but through the Great Pyramid in Giza. His theory is known simply as "The Code" and asserts that an ancient Jewish numerological system known as gematria is used in the manipulation of numbers to other key locations, mathematical components and positions of sights in the geometry of their construction.
The theory later become popularized and among other practitioners and researchers in pseudo-scientific fields such as Michael Lawrence Morton, Richard C. Hoagland, Bruce Cathie, and Hugh Harleston Jr. They adapted archaeocryptography to their own studies, developing different theories  and books  based on the topic.
In literary studies
The marginal, or even fictional, status of archaeocryptography was suggested in Zachary Mason's novel The Lost Books of the Odyssey, which purports to be a collection of lost works which the author describes as being as old as the Odyssey itself and which he claims to have decoded from a manuscript he had uncovered. In the author's biography at the conclusion of the book he describes himself as "the John Shade Professor of Archaeocryptography and Paleomathematics at Magdalen College, Oxford". The "lost books" were actually written by Mason and, as reviewers have noted, Mason is a novelist and computer scientist who lives in California, John Shade is a fictional poet in Vladimir Nabokov's Pale Fire, and no such professorship exists.
- Munck, Carl. "The Spirit of Ma'at". Spirit of Maat. Retrieved 2 November 2012.
- Schmeh, Klaus (2012), "The Pathology of Cryptology—A Current Survey", Cryptologia (London: Taylor and Francis Group) 36: 14–45, doi:10.1080/01611194.2011.632803,
Arguments against archeocryptography are…: There are many numbers involved, which can be arranged in many different formulas and matched against many different values. Munck’s claims, therefore, would only be valid with a statistical foundation that proves that his findings are more than merely coincidence. However, Munck has never provided a proof like this.
- Sprague De Camp, L (1954). Lost Continents The Atlantis Theme in History, Science, and Literature. New York: Dover Publications. ISBN 978-0486226682.
- Laura Lee. "Archaeocryptography, Carl Munck".
- Wilcock, David (2011). Chapter 11: Global Grid 2. New York: Penguin Group.
- Bruce, Alexandra (2009). Science or Superstition (The Definitive Guide to the Doomsday Phenomenon). The Disinformation Company. p. 46. ISBN 978-1-934708-28-6.
- Hoagland, Richard C. (1987). The Monuments of Mars: A City on the Edge of Forever. Berkeley. ISBN 978-0-9381-907-83.
- "Geomorphic Resonance, by Michael Lawrence Morton".
- Lee, L. "Archaeocryptography According to Carl Munck". Magazine, Issue 9. Atlantis Rising. Retrieved 1 November 2012.
- Alexandra Bruce (2009). 2012: Science Or Superstition (The Definitive Guide to the Doomsday Phenomenon). The Disinformation Company. p. 46. ISBN 978-1-934708-28-6.
- "Corroborating Weaver's Theory Of an Alnitak Prime Meridian, by Michael Lawrence Morton".
- Harleston Jr., Hugh (1976). Mysteries of the Mexican Pyramids. Harper & Row. ISBN 978-0060143244.
- Munck, Carl P. (1976). The Code. Radio Bookstore Press. ISBN 978-1889071176.
- Taoka, Yasuko (2012), "A Liar's Yarn: Storytelling in The Lost Books of the Odyssey" (PDF), New Voices in Classical Reception Studies (7): 40–48, retrieved 8 January 2016
- Rohter, Larry (February 9, 2010). "A Calculus of Writing, Applied to a Classic". The New York Times. Retrieved 9 January 2016.
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