Codice QDD 140 Titolo A family of Hardy-Rellich type inequalities involving the L^2-norm of the Hessian matrices Data 2012-11-12 Autore/i Berchio, E. Link Download full text Pubblicato SPRINGER INDAM SERIES “Geometric Properties for Parabolic and Elliptic PDE s” Abstract We derive a family of Hardy-Rellich type inequalities in H^2( Omega) cap H_0^1( Omega) involving the scalar product between Hessian matrices. The constants found are optimal and the existence of a boundary remainder term is discussed.