| 释义 |
Definition of mapping in English: mappingnoun ˈmapɪŋˈmæpɪŋ Linguistics Mathematics An operation that associates each element of a given set (the domain) with one or more elements of a second set (the range). Example sentencesExamples - His doctoral thesis is an important contribution to conformal mappings of multiply connected plane domains.
- He discovered characterisations of topological mappings of the Cartesian plane and a number of fixed point theorems.
- In his analysis of motion verbs, Langacker has focused, not on metaphorical mappings between domains, but on abstract conceptual structures which are schematic for different domains.
- Another area which Suvorov worked on was the theory of conformal mappings and quasi-formal mappings.
- He worked on the theory of continuous mappings of topological spaces.
Definition of mapping in US English: mappingnounˈmapiNGˈmæpɪŋ Mathematics Linguistics An operation that associates each element of a given set (the domain) with one or more elements of a second set (the range). Example sentencesExamples - Another area which Suvorov worked on was the theory of conformal mappings and quasi-formal mappings.
- In his analysis of motion verbs, Langacker has focused, not on metaphorical mappings between domains, but on abstract conceptual structures which are schematic for different domains.
- His doctoral thesis is an important contribution to conformal mappings of multiply connected plane domains.
- He discovered characterisations of topological mappings of the Cartesian plane and a number of fixed point theorems.
- He worked on the theory of continuous mappings of topological spaces.
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