activity
20102019
most citedThe Torelli problem for Logarithmic bundles of hypersurface arrangements in the projective space

3 citations · 4 across the 2 of their papers we have counts for

collaborators

6 papers

math.AG2019

Catalecticant intersections and confinement of decompositions of forms

Elena Angelini, Cristiano Bocci, Luca Chiantini

We introduce the notion of confinement of decompositions for forms or vector of forms. The confinement, when it holds, lowers the number of parameters that one needs to consider, i…

math.AG2019

On the identifiability of ternary forms

Elena Angelini, Luca Chiantini

We describe a new method to determine the minimality and identifiability of a Waring decomposition of a specific form (symmetric tensor) in three variables. Our method, whi…

math.AG2018

Identifiability for a class of symmetric tensors

Elena Angelini, Luca Chiantini, Andrea Mazzon

We use methods of algebraic geometry to find new, effective methods for detecting the identifiability of symmetric tensors. In particular, for ternary symmetric tensors T of degree…

math.AG2018

Waring decompositions and identifiability via Bertini and Macaulay2 software

Elena Angelini

Starting from our previous papers [AGMO] and [ABC], we prove the existence of a non-empty Euclidean open subset whose elements are polynomial vectors with 4 components, in 3 variab…

math.AG20153 cited

The Torelli problem for Logarithmic bundles of hypersurface arrangements in the projective space

Elena Angelini

Let be an arrangement of smooth hypersurfaces with normal crossings on the complex projective space and let $ Ω^{1}…

math.AG20101 cited

Higher secants of spinor varieties

Elena Angelini

Let be the even pure spinors variety of a complex vector space of even dimension endowed with a non degenerate quadratic form and let be the -seca…