Effective quasi-bounded geometry 107 3

We highlight the relation between the projective geometries of n - dimensional Euclidean, spherical and hyperbolic spaces through the pro- jective models of these spaces in the n

We conclude this note by considering the local sine and cosine bases of Coifman and Meyer [1] to show that in some cases the results of the previous section also work for

(1) If M has finite topological type, every bgd-function belongs to the growth type of a Riemannian manifold of bounded geometry diffeomorphic to M2. We leave this as an

In particular, the comparison between the volume entropy of the ambient space and that of the hypersurface will also gives a positive answer if the hypersurface M has bounded

functions are nondecreasing, thus showing that condition P 1 (resp. [2] as a general property of the Sugeno integral. comonotonic minitive), then it is horizontally maxitive

The notions of polynomial function and Sugeno integral can be naturally extended to functions defined on a bounded distributive lattice X and valued on a possi- bly different

Riemannian foliation, bounded geometry, leafwise Hodge de- composition, foliated flow, smoothing operaror, leafwise Novikov complex.. The authors are partially supported

We dene a convex hull of bounded curvature of a set S of points in the plane as a set containing S and whose boundary is a curve of bounded curvature of minimal lengthS. Convex sets