Abstract
We give a δ-constant criterion for equinormalizability of deformations of isolated (not necessarily reduced) curve singularities over smooth base spaces of dimension ≥ 1. For one-parametric families of isolated curve singularities, we show that their topologically triviality is equivalent to the admission of weak simultaneous resolutions.
Citation
Công-Trình Lê. "Equinormalizability and topologically triviality of deformations of isolated curve singularities over smooth base spaces." Kodai Math. J. 38 (3) 642 - 657, October 2015. https://doi.org/10.2996/kmj/1446210599
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