What does bisociation mean?
Bisociation means (psychology) A blending of elements drawn from two previously unrelated patterns of thought into a new pattern..
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Pronunciation varies by accent · noun
(psychology) A blending of elements drawn from two previously unrelated patterns of thought into a new pattern..
2010, Marc Segolt, Christian Borgelt, Selecting the Links in BisoNets Generated from Document Collections, Paul R. Cohen, Niall M. Adams, Michael R. Berthold (editors), Advances in Intelligent Data Analysis IX: 9th International Symposium, IDA 2010, Proceedings, Springer, LNCS 6605, page 197, Several famous scientific discoveries are good examples of bisociations, for instance Isaac Newton's theory of gravitation and James C. Maxwell's theory of electromagnetic waves.
Arthur Koestler's concept of bisociation was introduced in the last chapter to explain how associating two absurd or ridiculous ideas gives rise to humour. Koestler goes on to describe how bisociation may be the key to creativity.
In Memoirs of a Woman Doctor, images of confinement merge with family images. One of the most memorable of these bisociations is that involving the mother's "imprisonment" of the first-person narrator's hair in braids.
Bisociation is the contact of two operative fields.[…]The junctional concept which connects the ideas of two operative fields, is the bisociative concept, and the combination of two mental associations which are logically unrelated in bisociation.
In 1964, Arthur Koestler proposed a theory of general creativity wherein he outlined the process of bisociation and explained its importance with respect to originality. The phenomenon of bisociation involves the intermingling or bringing together of two or more unconnected matrices of thought.
Use bisociation when its meaning, tone and grammar fit the full sentence. A synonym is not always a direct replacement.
Bisociation means (psychology) A blending of elements drawn from two previously unrelated patterns of thought into a new pattern..
The closest synonym depends on the sentence and intended sense.
The opposite depends on the specific sense.
2010, Marc Segolt, Christian Borgelt, Selecting the Links in BisoNets Generated from Document Collections, Paul R. Cohen, Niall M. Adams, Michael R. Berthold (editors), Advances in Intelligent Data Analysis IX: 9th International Symposium, IDA 2010, Proceedings, Springer, LNCS 6605, page 197, Several famous scientific discoveries are good examples of bisociations, for instance Isaac Newton's theory of gravitation and James C. Maxwell's theory of electromagnetic waves.
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