M. Montoro

activity

20182024

A^{1}

-degree

7 citations · 7 across the 5 of their papers we have counts for

collaborators

Showing 2019Show all

2 papers · 1 filter

math.AT2019★ 7 cited

The trace of the local $A^{1}$ -degree

Thomas Brazelton, Robert Burklund, Stephen McKean +2

We prove that the local $A^{1}$ -degree of a polynomial function at an isolated zero with finite separable residue field is given by the trace of the local $A^{1}$ -deg…

math.RA2019

The centralizer of an endomorphism over an arbitrary field

Mingueza David, Montoro M. Eulalia, Roca Alicia

The centralizer of an endomorphism of a finite dimensional vector space is known when the endomorphism is nonderogatory or when its minimal polynomial splits over the field. It is…

The trace of the local A1-degree

The centralizer of an endomorphism over an arbitrary field

The trace of the local $A^{1}$ -degree