BIANCHI, GABRIELE

BIANCHI, GABRIELE  

Matematica e Informatica 'Ulisse Dini'  

Mostra records
Risultati 1 - 20 di 45 (tempo di esecuzione: 0.057 secondi).
Titolo Data di pubblicazione Autore(i) File
A countable set of directions is sufficient for Steiner symmetrization 2011 G. Bianchi; D. A. Klain; E. Lutwak; D. Yang; G. Zhang
A Fourier analytic proof of the Blaschke-Santalo Inequality 2015 Gabriele Bianchi; Michael Kelly
A note on the Sobolev inequality 1991 G. Bianchi; H.Egnell
A variational approach to the equation $\Delta u+K u^\frac{n+2}{n-2}=0$ in $R^n$ 1993 G. Bianchi; H. Egnell
An Inequality for minima of linear combinations of order statistics 2008 A. Gandolfi; G. Bianchi
An ODE approach to the equation $\Delta u+K u^\frac{n+2}{n-2}=0$ in $R^n$ 1992 G. Bianchi; H. Egnell
Analytic aspects of convexity 2018 Gabriele Bianchi, Andrea Colesanti, Paolo Gronchi
Characterizations of ellipsoids 1987 G. Bianchi; P. M. Gruber
Confirmation of Matheron’s conjecture on the covariogram of a planar convex body 2009 G. BIANCHI; G. Averkov
Convergence in shape of Steiner symmetrizations 2012 G. Bianchi; A. Burchard; P. Gronchi; A. Volcic
Convergence of symmetrization processes 2022 Gabriele Bianchi; Richard J. Gardner; Paolo Gronchi
Covariogram of non-convex sets 2010 C. Benassi; G. Bianchi; G. D'Ercole
Covariograms generated by valuations 2015 Gabriele Bianchi; Gennadiy Averkov
Determining convex polygons from their covariogram 2002 G. Bianchi
Full rotational symmetry from reflections or rotational symmetries in finitely many subspaces 2022 Gabriele Bianchi; Richard J. Gardner; Paolo Gronchi
Geometric tomography of convex cones 2009 G. BIANCHI
Hammer's X-ray problem is well-posed 1989 G. Bianchi; A. Volcic
Local existence and uniqueness of positive solutions of the equation $\Delta u+(1+\epsilon \phi(r)) u^\frac{n+2}{n-2}=0$ in $R^n$ and a related equation 1992 G. Bianchi; H. Egnell
Matheron's Conjecture for the Covariogram Problem 2005 G. BIANCHI
Non existence of positive solutions to semilinear elliptic equations on $R^n$ or $R^n_+$ through the method of moving planes 1997 G.BIANCHI