Definitions
from The Century Dictionary.
- In biology, of or pertaining to form; morphological: as, a morphic character.
from Wiktionary, Creative Commons Attribution/Share-Alike License.
- adjective rare Of or pertaining to
shape orform ;morphological - adjective botany Of or pertaining to
morphs
Etymologies
Sorry, no etymologies found.
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Examples
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Still, the second time it forms there will be an influence on it from the first time it formed by a process I call morphic resonance.
Morphic Resonance Tusar N Mohapatra 2006
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Is there some kind of morphic resonance between biographer and subject?
Telegraph.co.uk: news business sport the Daily Telegraph newspaper Sunday Telegraph 2009
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Not only are we made of water and swim happily in its liquid lap, but there may even be a kind of morphic resonance, to use the phrase of the cutting-edge physicist Rupert Sheldrake, between us and H2O.
BREAKFAST WITH SOCRATES ROBERT ROWLAND SMITH 2010
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Not only are we made of water and swim happily in its liquid lap, but there may even be a kind of morphic resonance, to use the phrase of the cutting-edge physicist Rupert Sheldrake, between us and H2O.
BREAKFAST WITH SOCRATES ROBERT ROWLAND SMITH 2010
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The only published responses by the scientific community to Sheldrake's theory of "morphic fields" have been critical.
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If we map all of the molecules and their interactions that play a role in development and still can't explain it, we can start talking about morphic resonance.
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I believe that Sheldrake's morphic field is the Unified Field of unconditional love and soul consciousness ~ which does indeed exist beyond time and space.
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For those not wedded to a reductionism that offers up no unifying vision on how this happens, Rupert Sheldrake's books and papers on morphic resonance are worth reading ...
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Rupert Sheldrake (Dogs that know when their owners are coming home ~ and other unexplained powers of animals) invokes the concept of morphic fields that exist beyond time and space but he can't really define what they are.
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Wikipedia says this too about Sheldrake and morphic fields:
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