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Algebraic and geometric convergence
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Abstract
In this chapter, we discuss the geometric convergence of Kleinian groups. Algebraic convergence, which was defined in Section 4.3.1 from the natural topology of the representation space, is a basic concept of convergence; however it does not necessarily imply convergence of the corresponding Kleinian manifolds. In particular, they differ on boundaries of quasiconformal deformation spaces.
Oxford University PressOxford
Title: Algebraic and geometric convergence
Description:
Abstract
In this chapter, we discuss the geometric convergence of Kleinian groups.
Algebraic convergence, which was defined in Section 4.
3.
1 from the natural topology of the representation space, is a basic concept of convergence; however it does not necessarily imply convergence of the corresponding Kleinian manifolds.
In particular, they differ on boundaries of quasiconformal deformation spaces.
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