Riccardo N. Caniato

activity

20202022

most citedThe Unique Tangent Cone Property for Weakly Holomorphic Maps into Projective Algebraic Varieties

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.FA2022

Weak and strong $L^{p}$ -limits of vector fields with finitely many integer singularities in dimension $n$

Riccardo Caniato, Filippo Gaia

For every given $p \in [1, + \infty)$ and $n \in N$ with $n \geq 1$ , the authors identify the strong $L^{p}$ -closure $L_{Z}^{p} (D)$ of the class of vector fields having fini…

math.DG2021★ 1 cited

The Unique Tangent Cone Property for Weakly Holomorphic Maps into Projective Algebraic Varieties

Riccardo Caniato, Tristan Rivière

In the present paper, we establish the uniqueness of tangent maps for general weakly holomorphic and locally approximable maps from an arbitrary almost complex manifold into projec…

math.FA2020

The strong $L^{p}$ -closure of vector fields with finitely many integer singularities on $B^{3}$

Riccardo Caniato

This paper is aimed to investigate the strong $L^{p}$ -closure $L_{Z}^{p} (B)$ of the vector fields on the open unit ball $B \subset R^{3}$ that are smooth up to finitely m…

Weak and strong Lp-limits of vector fields with finitely many integer singularities in dimension n

The Unique Tangent Cone Property for Weakly Holomorphic Maps into Projective Algebraic Varieties

The strong Lp-closure of vector fields with finitely many integer singularities on B3

Weak and strong $L^{p}$ -limits of vector fields with finitely many integer singularities in dimension $n$

The strong $L^{p}$ -closure of vector fields with finitely many integer singularities on $B^{3}$