The Iterated monodromy group of f is the following quotient group:
where :
- be a covering of a path-connected and locally path-connected topological space X by its subset ,
- be the fundamental group of X and
- be the monodromy action for f.
- be the monodromy action of the iteration of f, .
Read more about Iterated Monodromy Group: Action
Famous quotes containing the words iterated and/or group:
“The customary cry,
‘Come buy, come buy,’
With its iterated jingle
Of sugar-bated words:”
—Christina Georgina Rossetti (1830–1894)
“...Women’s Studies can amount simply to compensatory history; too often they fail to challenge the intellectual and political structures that must be challenged if women as a group are ever to come into collective, nonexclusionary freedom.”
—Adrienne Rich (b. 1929)