R. S. Carvalho

activity

20182021

most citedFamilies of ICIS with constant total Milnor number

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.AG2021★ 1 cited

Families of ICIS with constant total Milnor number

Rafaela Soares de Carvalho, Juan José Nuño-Ballesteros, Bruna Oréfice-Okamoto +1

We show that a family of isolated complete intersection singularities (ICIS) with constant total Milnor number has no coalescence of singularities. This extends a well known result…

math.AG2020

Equisingularity of families of functions on isolated determinantal singularities

Rafaela S. Carvalho, Juan J. Nuño-Ballesteros, Bruna Oréfice-Okamoto +1

We study the equisingularity of a family of function germs ${f_{t} : (X_{t}, 0) \to (C, 0)}$ , where $(X_{t}, 0)$ are $d$ -dimensional isolated determinantal singularities. We de…

math.AG2018

$μ$ -constant deformations of functions on ICIS

R. S. Carvalho, B. Orefice-Okamoto, J. N. Tomazella

We study deformations of holomorphic function germs $f : (X, 0) \to C$ where $(X, 0)$ is an ICIS. We present conditions for these deformations to have constant Milnor number, Eul…

Families of ICIS with constant total Milnor number

Equisingularity of families of functions on isolated determinantal singularities

μ-constant deformations of functions on ICIS

$μ$ -constant deformations of functions on ICIS