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Polysemy, Metonymy and Metaphor

A brief comparison of polysemy, metonymy and metaphor.

A "ship" is a vehicle used to transport material across water. It is a noun, and is literal in its use.

"Ship" has become a verb, meaning "(to) transport". Because it shares its etymology with the noun "ship", it is a polyseme. Since it substitutes a word ("transport") that is part of the same domain, it is also a metonym. It is still within its domain, so it is not a metaphor.

When the noun version of "ship" leaves its domain and substitutes a vehicle in the domain of air or space, it becomes the metaphor "airship" or "spaceship". Since "ship's" figurative meaning shares its etymology with "ship's" literal meaning, it, too, is a polyseme. Since, as a metaphor, it is no longer in its original domain, it cannot be a metonym.

Here is an approximation of the difference between metonym, metaphor and polyseme: 

  • A metonym is an introspective (inward looking) equation: one item within a domain replaces another in the same domain, as if equal.

  • A metaphor is an extrospective (outward looking) equation: one item within a domain replaces another in a different domain, as if equal.

  • A polyseme is a retrospective (backward looking) equation: one item has multiple meanings with equal etymologies.

All "ships" return to the same polysemous harbour...

 

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Copyright J.D. Casnig, 2006

 

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About This Site

This website is dedicated to the proposal that the metaphorical relationships drawn between any two disciplines are, in fact, universal, being isomorphic mathematical derivations of the Unified Field Theory. Further, that this symmetric aspect of metaphor is extrapolatable both linearly and laterally, thus may be harnessed to mathematically predict missing knowledge and invention in all other disciplines: an interdisciplinary Rosetta stone of universal scope.

"The metaphor reminds us that the universe is full of cousins." - J.D. Casnig

Copyright John D. Casnig. Permitted use only. Work should be cited as:

Casnig, John D. 1997-2008. A Language of Metaphors. Kingston, Ontario, Canada: Knowgramming.com

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