BEI, FRANCESCO

BEI, FRANCESCO  

DIPARTIMENTO DI MATEMATICA  

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Titolo Data di pubblicazione Autore(i) File
A note on higher Todd genera of complex manifolds 2021 Bei, Francesco; Piazza, Paolo
Degenerating Hermitian metrics and spectral geometry of the canonical bundle 2018 Bei, F.
Degenerating Hermitian metrics, canonical bundle and spectral convergence 2024 Bei, F.
General perversities and L2 de Rham and Hodge theorems for stratified pseudomanifolds 2014 Bei, F.
Kac regular sets and Sobolev spaces in geometry, probability and quantum physics 2021 Bei, F.; Guneysu, B.
L^2-de Rham-Hodge and L^2-Atiyah-Bott-Lefschetz theorems on stratified pseudomanifolds 2012 Bei, Francesco
Lp -Cohomology, Heat Semigroup and Stratified Spaces 2023 Bei, F.
On Analytic Todd Classes of Singular Varieties 2021 Bei, Francesco; Piazza, Paolo
On the L 2-Poincaré duality for incomplete Riemannian manifolds: A general construction with applications 2016 Bei, F.
On the L2-dbar-cohomology of certain complete Kähler metrics 2018 Bei, Francesco; Piazza, Paolo
On the Laplace-Beltrami operator on compact complex spaces 2019 Bei, F.
On the space of connections having non-trivial twisted harmonic spinors 2015 Bei, Francesco; Waterstraat, Nils
Poincaré duality, Hilbert complexes and geometric applications 2014 Bei, F.
q-parabolicity of stratified pseudomanifolds and other singular spaces 2017 Bei, F.; Guneysu, B.
Scattering theory of the Hodge-Laplacian under a conformal perturbation 2017 Bei, F; Guneysu, B.; Muller, J.
Sobolev Spaces and Bochner Laplacian on Complex Projective Varieties and Stratified Pseudomanifolds 2017 Bei, F.
Symplectic manifolds, L p -cohomology and q-parabolicity 2019 Bei, F.
The L2-Atiyah-Bott-Lefschetz theorem on manifolds with conical singularities: A heat kernel approach 2013 Bei, F.
Von Neumann dimension, Hodge index theorem and geometric applications 2019 Bei, F.
Weakly Kähler hyperbolic manifolds and the Green–Griffiths–Lang conjecture 2024 Bei, F.; Diverio, S.; Eyssidieux, P.; Trapani, S.