CONDITIONAL STABILITY, REAL ANALYTIC PSEUDO-ANOSOV MAPS 13
In §10, we show that the type of perturbations of g
considered in Theorem 3.1 possess segments of unstable and
stable leaves starting at x. which are C close to L. .
l 1,3
and L? ., respectively. These perturbed maps then have Markov
partitions whose transition matrices are still A and whose
rectangle boundaries are C close to those for f and g.
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