Starting from the description of Segre forms as directimages of (powers of) the first Chern form of the (anti) tautological line bundle on the projectivized bundle of a holomorphic hermitian vector bundle, we derive a version of the pointwise Kobayashi–Lübke inequality
In recent papers Wu-Yau, Tosatti-Yang and Diver-Trapani used some natural differential inequalities ...
AbstractWe present Chen–Ricci inequality and improved Chen–Ricci inequality for curvature like tenso...
We address some fundamental questions about geometric analysis on Riemannian manifolds. The L^p-Cald...
We define Chern and Segre forms, or rather currents, associated with a Griffiths positive singular H...
Let S be a nonsingular projective surface. Each vector bundle V on S of rank s induces a tautologica...
Given a Hermitian holomorphic vector bundle over a complex manifold, consider its flag bundles with ...
Let (E,h) be a Griffiths semipositive Hermitian holomorphic vector bundle of rank 3 over a complex m...
summary:We obtain a pointwise inequality valid for all submanifolds $M^n$ of all real space forms $N...
Manin’s conjecture predicts an asymptotic formula for the number of rational points of bounded heigh...
ABSTRACT. We prove an exponential estimate for the asymptotics of Bergman kernels of a positive line...
We present here the analogue of Grothendieck inequality for positive linear forms. We obtain upper a...
Following a suggestion made by J.-P. Demailly, for each k≥1, we endow, by an induction process, the ...
AbstractBy proving some geometric identities related to the Ricci forms and the mean curvatures for ...
Abstract. We establish renements of the classical Kato inequality for sections of a vector bundle wh...
International audienceWe first give an alternative proof, based on a simple geometric argument, of a...
In recent papers Wu-Yau, Tosatti-Yang and Diver-Trapani used some natural differential inequalities ...
AbstractWe present Chen–Ricci inequality and improved Chen–Ricci inequality for curvature like tenso...
We address some fundamental questions about geometric analysis on Riemannian manifolds. The L^p-Cald...
We define Chern and Segre forms, or rather currents, associated with a Griffiths positive singular H...
Let S be a nonsingular projective surface. Each vector bundle V on S of rank s induces a tautologica...
Given a Hermitian holomorphic vector bundle over a complex manifold, consider its flag bundles with ...
Let (E,h) be a Griffiths semipositive Hermitian holomorphic vector bundle of rank 3 over a complex m...
summary:We obtain a pointwise inequality valid for all submanifolds $M^n$ of all real space forms $N...
Manin’s conjecture predicts an asymptotic formula for the number of rational points of bounded heigh...
ABSTRACT. We prove an exponential estimate for the asymptotics of Bergman kernels of a positive line...
We present here the analogue of Grothendieck inequality for positive linear forms. We obtain upper a...
Following a suggestion made by J.-P. Demailly, for each k≥1, we endow, by an induction process, the ...
AbstractBy proving some geometric identities related to the Ricci forms and the mean curvatures for ...
Abstract. We establish renements of the classical Kato inequality for sections of a vector bundle wh...
International audienceWe first give an alternative proof, based on a simple geometric argument, of a...
In recent papers Wu-Yau, Tosatti-Yang and Diver-Trapani used some natural differential inequalities ...
AbstractWe present Chen–Ricci inequality and improved Chen–Ricci inequality for curvature like tenso...
We address some fundamental questions about geometric analysis on Riemannian manifolds. The L^p-Cald...
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