2018 Volume 70 Issue 4 Pages 1305-1336
We investigate the equisingularity question for 1-parameter deformation families of mixed polynomial functions ππ‘(π,πΜ ) from the Newton polygon point of view. We show that if the members ππ‘ of the family satisfy a number of elementary conditions, which can be easily described in terms of the Newton polygon, then the corresponding family of mixed hypersurfaces ππ‘β1(0) is Whitney equisingular (and hence topologically equisingular) and satisfies the Thom condition.
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