map
Noun · VerbWordNet 3.0
Noun (2)
- a diagrammatic representation of the earth's surface (or part of it)
- (mathematics) a mathematical relation such that each element of a given set (the domain of the function) is associated with an element of another set (the range of the function)Synonyms: functionmathematical functionsingle-valued functionmapping
Verb (6)
- make a map of; show or establish the features of details of“map the surface of Venus”
- explore or survey for the purpose of making a map“We haven't even begun to map the many galaxies that we know exist”
- locate within a specific region of a chromosome in relation to known DNA or gene sequences“map the genes”
- plan, delineate, or arrange in detail“map one's future”Synonyms: map out
- depict as if on a map“sorrow was mapped on the mother's face”
- to establish a mapping (of mathematical elements or sets)Synonyms: represent
Webster's Dictionary (GCIDE)
1.A representation of the surface of the earth, or of some portion of it, showing the relative position of the parts represented; -- usually on a flat surface. Also, such a representation of the celestial sphere, or of some part of it. [1913 Webster]
Note: There are five principal kinds of projection used in making maps: the orthographic, the stereographic, the globuar, the conical, and the cylindrical, or Mercator's projection. See Projection. [1913 Webster]
2.Anything which represents graphically a succession of events, states, or acts; as, an historical map. [1913 Webster]
Thus is his cheek the map of days outworn.— Shak.[1913 Webster]
Map lichen (Bot.), a lichen (Lecidea geographica.) growing on stones in curious maplike figures. --Dr. Prior. [1913 Webster]
I am near to the place where they should meet, if Pisanio have mapped it truly. --Shak. [1913 Webster]
Free On-line Dictionary of Computing
1.<protocol> Manufacturing Automation Protocol.
2.Mathematical Analysis without Programming.
(1996-12-01)
1.<mathematics> function.
2.<programming> In functional programming, the most common higher-order function over lists. Map applies its first argument to each element of its second argument (a list) and returns the list of results.
map :: (a -> b) -> [a] -> [b] map f [] = [] map f (x:xs) = f x : map f xs
This can be generalised to types other than lists.
(1997-11-05)