Normal Morse Data for Complex Analytic Varieties
In this chapter we describe the local topological structure of a complex analytic variety and a generic complex analytic function on that variety. Most of the material described in this section is fairly well known, see for example [Mi2], [Du], [H1], [H2], [HL3], [LK], [Kp4], [Lê3], [Lê4], [LT1]. However the proofs we give here are rigorous and are easy, given the technique of “moving the wall” which was developed in Part I.
KeywordsMorse Theory Morse Function Complex Link Lefschetz Theorem Nondegenerate Critical Point
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