On the Geometry of the Koras--Russell Cubic Threefold
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Abstract
The Koras–Russel cubic threefold is a complex-affine manifold that is diffeo-
morphic to the three-dimensional complex-Euclidean space, but not algebraically
isomorphic to the three dimensional complex-affine space as an affine variety.
We analyze the topology of the Koras–Russel cubic threefold by means of Morse
theory.
Description
Kamal Khuri-Makdisi
Bassam Shayya
Keywords
Differential Geometry, Smooth Manifolds, Morse Theory, Koras--Russell Cubic Threefold