JP Journal of Geometry and Topology
Volume 11, Issue 1, Pages 33 - 52
(March 2011)
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A NEW CONSTRUCTION OF PSEUDO-ANOSOV MAPS ON PUNCTURED RIEMANN SURFACES
C. Zhang
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of pseudo-Anosov maps as products of
Dehn twists along filling simple closed geodesics. Consider a Riemann surface S
that has at least one puncture a. It
is well known that there exists a family
of pseudo-Anosov maps on S
isotopic to the identity on
In this paper, we construct a new
family of pseudo-Anosov maps on S by products of elements of
and
