Pure Maths Colloquium: Linear slices close to a Maskit slice
1 August 2011 16:15 in CM221
We consider linear slices of the deformation space of Kleinian once-punctured torus groups. We will show that when complex numbers a_n converge to 2 the corresponding linear slices converge to the Maskit slice if a_n --> 2 horocyclically and to a proper subset of the Maskit slice if a_n --> 2 tangentially. We will also describe the relation between this result and the complex Fenchel-Nielsen coordinate.
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