Given a pair (P, M), where M is a Kâhler manifold of real dimension 2n and P is a complex
submanifold of M of real dimension 2q, we give lower bounds for the mean curvature of a …

Let M be a Kaehler manifold of real dimension 2 n with holomorphic sectional curvature
KH≥ 4λ and antiholomorphic Ricci curvature ρ A≥(2 n− 2) λ, and P is a complex …

Let M be a compact Riemannian manifold with smooth boundary∂ M. We get bounds for the
first eigenvalue of the Dirichlet eigenvalue problem on M in terms of bounds of the sectional …

We obtain comparison results for the mean curvature of tubular hypersurfaces, Pt, around a
submanifold P of a riemannian manifold M, with bounded curvature, taking as a model …

Volume comparison of Bishop-Gromov type Page 1 BULL. AUSTRAL. MATH. SOC. 53C20
VOL. 45 (1992) [241-248] VOLUME COMPARISON OF BISHOP-GROMOV TYPE SUNGYUN …

We give some estimates for the volume of a cone with vertex a submanifold P of a
Riemannian or Kaehler manifold M. The estimates are functions of bounds of the mean …

Let M be a Kähler manifold with Ricci and antiholomorphic Ricci curvature bounded from
below. Let ω be a domain in M with some bounds on the mean and JN-mean curvatures of …

A sharp isoperimetric inequality for rank one symmetric spaces Page 1 manuscripta math. 111,
97–104 (2003) © Springer-Verlag 2003 Thorsten Thies A sharp isoperimetric inequality for rank …

Higher-order Minkowski formula in complex space forms | SpringerLink Skip to main content
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Diese Arbeit entstand w ahrend meiner T atigkeit als wissenschaftlicher Angestellter am
Mathematischen Institut II der Universit at Karlsruhe. Ich m ochte an dieser Stelle all jenen …