Gaussian behaviour and average of marginals for convex bodies.
Gaussian limits for random geometric measures.
Gaussian marginals of convex bodies with symmetries.
General embedding problems and two-distance sets in Minkowski planes.
General methods of constructing equivalent minimal pairs not unique up to translation.
In this paper we give general methods of construction of various equivalent minimal pairs of compact convex sets that are not translates of one another.
Generalization Of An Inequality Of G. Pólya Concerning The Eigenfrequences Of Vibrating Bodies
Generalization of projection constants: sufficient enlargements.
Generalized approximate midconvexity
Generalized Breadths, Circular Cantor Sets, and the Least Area UCC .
Generalized convexity and optimization problems
Generalized Delaunay Triangulation for Planar Graphs.
Generalized midset properties characterize geodesic circles and intervals
Generalized vector quasi-equilibrium problems with set-valued mappings.
Generalizing the Johnson-Lindenstrauss lemma to k-dimensional affine subspaces
Let ε > 0 and 1 ≤ k ≤ n and let be affine subspaces of ℝⁿ, each of dimension at most k. Let if ε < 1, and m = O(k + log p/log(1 + ε)) if ε ≥ 1. We prove that there is a linear map such that for all 1 ≤ l ≤ p and we have ||x-y||₂ ≤ ||H(x)-H(y)||₂ ≤ (1+ε)||x-y||₂, i.e. the distance distortion is at most 1 + ε. The estimate on m is tight in terms of k and p whenever ε < 1, and is tight on ε,k,p whenever ε ≥ 1. We extend these results to embeddings into general normed spaces Y.
Generating Closed 2-Cell Embeddings in the Torus and the Projective Plane.
Geodesies on typical convex surfaces
Using Baire categories uniqueness of geodesic segments and existence of closed geodesics on typical convex surfaces are investigated.
Geometric inequalities for a simplex.
Geometric Permutations and Common Transversals.
Geometric probabilities for convex bodies of large revolution in the Euclidean space . II.
Geometric probabilities for non convex lattices. II
We solve problems of Buffon type for a lattice with elementary tile a nonconvex polygon, using as test bodies a line sigment and a circle.