20 citations · 93 across the 15 of their papers we have counts for
Showing 2018Show all
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math.AG2018★ 8 cited
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★ 5 cited
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.AG2018★ 4 cited
On complex and real identifiability of tensors
Elena Angelini
We report about the state of the art on complex and real generic identifiability of tensors, we describe some of our recent results obtained in [6] and we present perspectives on t…