Leonardo's world map
Generally known as Leonardo's world map, it is a map drawn in the "octant projection" in approximately 1514, which has been related with the first uses of the name America. The likelihood that the map, in reality only small and rough fragments of a map collected from among Leonardo da Vinci's papers preserved in London, had been drawn by Leonardo himself has not been completely accepted by scholars.[1] According to Mayor, who published the map in 1865 and defended its authenticity, the date indicated would be doubtful also because Florida is drawn as an island with the name of TERRA FLORIDA, while in maps Cosa 1500 and the Cantino of 1502 appears as a peninsula, where Leonardo deduced that should be before 1514. In fact Ferdinand Columbus mentions the Island before 1492 "and upon returning they found the island of flowers .." [2]
The map shows all the information that Amerigo Vespucci brought from his travels, reported in 1503 and 1505.[2]
Description
The area of the world is divided into eight spherical equilateral triangles, each section bounded by the Equator and two meridians with 90% difference. This was the first map of this type.[3] Some critics believe that the map was not really work the same Leonardo, since the precision and expertise in the drawing does not reflect the usual high standards of da Vinci. It was probably done by a trusted employee or copyist at Leonardo's workshop .[3] Leonardo's authorship would be demonstrated by Christoher Tyler in his paper entitled "Leonardo da Vinci’s World Map".[3] It was documented by R. H. Major in his work Memoir on a mappemonde by Leonardo da Vinci, the earliest map Being Known hitherto container containing the name of America [2] Grothe,[4]
The name of "Florida" (Terra Florida), correctly placed opposite Cuba although in form of "an island", was probably used for the first time on Leonardo's globe, one year after Ponce de Leon's expedition to Florida.[5]
The eight triangles are oriented in a similar way as per two four-leaf clovers side by side, being the earth poles in the center of each clove. One of the sides of the eight triangles, (the one opposite to the center of the pseudo clover), its one fourth of the equator, the remaining two (those tha converge to the center of the pseudo clover), are of the two meridians that with the equator dissect the globe into eight octants.
Leonardo's map controversy
Leonardo's map authorship it is not universally accepted, with some authors being completely against any minimal contribution from him, either in the map or in the type of projection used; among them, Henry Harrisse (1892),[6] or Eugène Müntz (1899 - citing Harrisse authority from 1892).[7]
Other scholars accept explicitly the authorship of both (map and projection:"..the eight of a supposed globe represented in a plane.."), completely as Leonardo's work, describing the octant projection as the first of this type, among them, R. H. Major (1865) in his work Memoir on a mappemonde by Leonardo da Vinci, being the earliest map hitherto known containing the name of America,[2] Grothe,[4] the "Enciclopedia universal ilustrada europeo-americana" (1934),[8] Snyder in his book Flattening the earth (1993),[9] Christoher Tyler in his paper (2014) Leonardo da Vinci’s World Map,[3] José Luis Espejo in his book (2012) "Los mensajes ocultos de Leonardo Da Vinci",[10] or David Bower in his work (2012) "The unusual projection for one of John Dee's maps of 1580".[11]
Others also accept explicitly the authorship of both (the map and its projection) as authentic, although leaving in the air Leonardo's direct hand, giving the authorship of the work to one of his disciples as Nordenskiöld states in his book "Facsimile-Atlas" (1889) confirmed by Dutton (1995) and many others: "..on account of the remarkable projection..not by Leonardo himself, but by some ignorant clerk.",[12] or Keunig (1955) being more precise: "..by one of his followers at his direction..".[13]
See also
- World map
- Octant projection
- Waterman butterfly projection
- Waterman polyhedron
- Bernard J. S. Cahill
- Codex Atlanticus
References
- ↑ Muntz, p. 317.
- 1 2 3 4 Major, Richard Henry (1865). Memoir on a mappemonde by Leonardo da Vinci, being the earliest map hitherto known containing the name of America, now in the Royal Collection at Windsor. (pdf). London: J.B. Nicholls and Sons. Retrieved 21 March 2015.
- 1 2 3 4 Tyler, Christofer (1865). Leonardo da Vinci’s World Map (pdf). London: J.B. Nicholls and Sons. Retrieved 21 March 2015.
- 1 2 Grothe, Hermann (1874). Leonardo da Vinci als Ingenieur and Philosoph (pdf). Berlin: Berlin: Nicolaische. Retrieved 20 September 2015.
- ↑ Emerson David Fite; Archibald Freeman (1926). A Book of Old Maps: Delineating American History from the Earliest Days Down to the Close of the Revolutionary War. Arno Press.
- ↑ Henry Harrisse (1872). Bibliotheca Americana Vetustissima: A Description of Works Relating to America Published Between the Years 1492 and 1551. Librairie Tross.
- ↑ Eugène Müntz (8 May 2012). Leonardo da Vinci. Parkstone International. pp. 97–. ISBN 978-1-78160-387-1.
- ↑ Enciclopedia universal ilustrada europeo-americana:"..así el mapa de leonardo en ocho segmentos estaba destinado a un globo..". J. Espasa. 1934.
- ↑ Snyder, John P. (1997). Flattening the Earth: Two Thousand Years of Map Projections. University of Chicago Press. p. 40. ISBN 978-0-226-76747-5.
- ↑ Google-Books: José Luis Espejo Pérez (2012). Los mensajes ocultos de Leonardo Da Vinci. Editorial Base. pp. 60–67. ISBN 978-84-15706-00-7.
- ↑ Bower, David I. (February 2012), "The unusual projection for one of John Dee's maps of 1580" (PDF), The Cartographic Journal 49 (1): 55–61, doi:10.1179/1743277411y.0000000015.
- ↑ Geoffrey H. Dutton (1999). A Hierarchical Coordinate System for Geoprocessing and Cartography. Springer. ISBN 978-3-540-64980-9.
- ↑ Keuning, Johannes (January 1955), "The history of geographical map projections until 1600", Imago Mundi 12 (1): 1–24, doi:10.1080/03085695508592085, JSTOR 1150090.
External links
Wikimedia Commons has media related to Reuleaux triangles. |
- Proyecciones-cartograficas
- progonos.com
- Shapes of constant width at Cut-the-Knot
- Mould, Steve, "Shapes and Solids of Constant Width", Numberphile (Brady Haran)
- Weisstein, Eric W., "Reuleaux Triangle", MathWorld.