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clique

[kleek, klik] Example Sentences Origin

clique

[kleek, klik] noun, verb, cliqued, cli·quing.
noun
1.
a small, exclusive group of people; coterie; set.
verb (used without object)
2.
Informal. to form, or associate in, a clique.

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Clique is one of our favorite verbs.
So is subtilize. Does it mean:
to expurgate (a written work) by removing or modifying passages considered vulgar or objectionable.
to introduce subtleties into or argue subtly about.

Origin:
1705–15; < French, apparently metaphorical use of Middle French clique latch, or noun derivative of cliquer to make noise, resound, imitative word parallel to click1

clique·less, adjective
cli·quey, cli·quy, adjective
cli·quism, noun
sub·clique, noun

1. claque, clique; 2. click, clique.


1. See circle, ring1.

Dictionary.com Unabridged
Based on the Random House Dictionary, © Random House, Inc. 2012.
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Example Sentences
  • It's not simply that different students are in cliques because they fit in with others in the clique.
  • Decisions are made by clique rather than by shared governance.
  • They say that such barriers benefit a clique of scholars at the expense of the fossils themselves.
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Collins
World English Dictionary
clique (kliːk, klɪk)
 
n
a small, exclusive group of friends or associates
 
[C18: from French, perhaps from Old French: latch, from cliquer to click; suggestive of the necessity to exclude nonmembers]
 
'cliquish
 
adj
 
'cliquishly
 
adv
 
'cliquishness
 
n

Collins English Dictionary - Complete & Unabridged 10th Edition
2009 © William Collins Sons & Co. Ltd. 1979, 1986 © HarperCollins
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Etymonline
Word Origin & History

clique
1711, from Fr. clique, from O.Fr. cliquer "to make a noise," echoic. Apparently this word was at one time treated as the equivalent of claque.
Online Etymology Dictionary, © 2010 Douglas Harper
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FOLDOC
Computing Dictionary

clique definition

mathematics
A maximal totally connected subgraph. Given a graph with nodes N, a clique C is a subset of N where every node in C is directly connected to every other node in C (i.e. C is totally connected), and C contains all such nodes (C is maximal). In other words, a clique contains all, and only, those nodes which are directly connected to all other nodes in the clique.
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(1996-09-22)

The Free On-line Dictionary of Computing, © Denis Howe 2010 http://foldoc.org
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