D. Trotman

activity

20052017

most citedOn the multiplicities of families of complex hypersurface-germs

3 citations · 3 across the 5 of their papers we have counts for

collaborators

Showing 2005Show all

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math.AG2005

Equisingularity of sections, $(t^{r})$ condition, and the integral closure of modules

Terence Gaffney, David Trotman, Leslie Wilson

This paper uses the theory of integral closure of modules to study the sections of both real and complex analytic spaces. The stratification conditions used are the (t^) conditions…

Equisingularity of sections, (tr) condition, and the integral closure of modules

Equisingularity of sections, $(t^{r})$ condition, and the integral closure of modules