On The Geometric Monodromy Of The Milnor Fibre
Abstract
Description
In this paper we show that the geometric monodromy $ϕ$ of the Milnor fibre, has finite order q if and only if the operator $ϕ^q_*$ acts trivially on the homology. The proof is based on the classical methods of surgery.
Milnor fibres bounded by rational homology spheres only should be considered here
Milnor fibres bounded by rational homology spheres only should be considered here