is an attractor for
if
Definition: A set
is an attractor for
if
is a nonempty compact invariant
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set and
of
such that
.
Some authors would call
an "attracting set" and would reserve
the name "attractor" for an attracting set with further properties.
However, in this paper Conley's terminology will be followed.
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Copyright (c) 1998 by Richard
McGehee, all rights reserved.