F. Binda

activity

20172021

most citedSpin-orbit torques and magnetotransport properties of

α

-Sn and

β

-Sn heterostructures

19 citations · 21 across the 3 of their papers we have counts for

collaborators

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4 papers · 1 filter

math.AG2019★ 2 cited

A motivic homotopy theory without $A^{1}$ invariance

Federico Binda

In this paper, we continue the program initiated by Kahn-Saito-Yamazaki by constructing and studying an unstable motivic homotopy category with modulus, extending the Morel-Voevods…

math.AG2018

Semi-purity for cycles with modulus

Federico Binda, Shuji Saito

In this paper, we prove a form of purity property for the $(P^{1}, \infty)$ -invariant replacement $h_{0}^{□} (X)$ of the Yoneda object $\mathbb{Z}_{…

math.AG2018

Rigidity for relative $0$ -cycles

Federico Binda, Amalendu Krishna

We present a relation between the classical Chow group of relative $0$ -cycles on a regular scheme $X$ , projective and flat over an excellent Henselian discrete valuation…

math.AG2017

A cycle class map from Chow groups with modulus to relative $K$ -theory

Federico Binda

Let $X ˉ$ be a smooth quasi-projective $d$ -dimensional variety over a field $k$ and let $D$ be an effective Cartier divisor on it. In this note, we construct cycle class maps f…

A motivic homotopy theory without A1 invariance

Semi-purity for cycles with modulus

Rigidity for relative 0-cycles

A cycle class map from Chow groups with modulus to relative K-theory

A motivic homotopy theory without $A^{1}$ invariance

Rigidity for relative $0$ -cycles

A cycle class map from Chow groups with modulus to relative $K$ -theory