activity
20122025
most citedJacobian Newton Polyhedra and equisingularity

6 citations · 8 across the 6 of their papers we have counts for

collaborators

7 papers

math.AC2025

On Kaplansky's Embedding Theorem

Bernard Teissier

Let be a complete equicharacteristic noetherian local domain with an algebraically closed residue field . Let be a zero dimensional valuation of rank one centered in …

math.HO2024

Sur l'article On some ideals of differentiable functions

Bernard Teissier

This text is a commentary on the paper "On some ideals of differentiable functions" of Ren{é} Thom which appeared in Volume II of his "Oeuvres Math{é}matiques" published by the Soc…

math.AG2023

Some ideas in need of clarification in resolution of singularities and the geometry of discriminants

Bernard Teissier

This text, which appeared in volume 2313 of the Springer Lecture Notes in Math. dedicated to Catriona Byrne, presents problems in two different areas of algebraic geometry. The fir…

math.HO2023

About the work of Albert Lautman

Bernard Teissier

Some reflections on the role in the development of Mathematics of our unconscious perception of the world and just as unconscious organizing pulsions for those perceptions.

math.AG2014★ 2 cited

Overweight deformations of affine toric varieties and local uniformization

Bernard Teissier

We study Abhyankar valuations of excellent equicharacteristic local domains with an algebraically closed residue field. For zero dimensional valuations we prove that whenever the r…

math.AG2012

Extending valuations to formal completions

F. J. Herrera Govantes, M. A. Olalla Acosta, M. Spivakovsky +1

This paper is an extended version of the talk given by Miguel Olalla at the International Conference on Valuation Theory in El Escorial in July 2011. Its purpose is to provide an i…

math.AG2012★ 6 cited

Jacobian Newton Polyhedra and equisingularity

Bernard Teissier

This is the LaTeX version of the handwritten notes of a lecture at the Kyoto Singularities Symposium held at the RIMS in April 1978. It presents the relationship of various invaria…