| Competenze |
Settori ERC
PE1_4 - Algebraic and complex geometry
PE1_5 - Geometry
Parole chiave libere
Cohomology, homogeneous vector bundle, quiver representation, rational homogeneous variety, lagrangian grassmannian, secant varieties, terracini lemma
Constant rank, derived category, instanton bundles, skew-symmetric matrices
Determinantal representation, uniform determinantal representation, system of polynomial equations, multiparameter matrix eigenvalue problem, space of singular matrices, picard bundles, jacobians
Equivariant resolution, constant rank matrix, homogeneous bundle, homogeneous variety, quiver representation, orthogonally decomposable tensors, unitarily decomposable tensors, tensor decomposition
Grassmannians, secant varieties, terracini lemma, skew-symmetric matrices, constant rank, pfaffian hypersurface, quadric surface, globally generated vector bundles
Homogeneous vector bundle, simplicity, stability, quiver representations, stable vector bundles, symmetric forms, group action
Horrocks-mumford bundle, jumping planes and lines, minimal free resolution, moduli spaces, shioda's modular surface, stable vector bundles
Moduli spaces, orthogonal vector bundles, skew-hamiltonian matrices, skew-symmetric matrices, constant rank, globally generated vector bundles
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/ada.boralevi)
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