Characterizing certain staircase convex sets in .
Characterizing dominates on a family of triangular norms.
Characterizing the Delaunay decompositions of compact hyperbolic surfaces.
Cheeger inequalities for unbounded graph Laplacians
We use the concept of intrinsic metrics to give a new definition for an isoperimetric constant of a graph. We use this novel isoperimetric constant to prove a Cheeger-type estimate for the bottom of the spectrum which is nontrivial even if the vertex degrees are unbounded.
Chiral Polytopes from Hyperbolic Honeycombs.
Choquet theory in metric spaces.
Choquetova teorie a Dirichletova úloha
Chords and arclength of a closed space curve
Chromatic Plane Compositions
Circle packing: Experiments in discrete analytic function theory.
Circle packing in the hyperbolic plane.
Circle Packings and Polyhedral Surfaces.
Circle-packing connections with random walks and a finite volume method
Circles holding a regular triangular prism.
Circumradius versus side lengths of triangles in linear normed spaces
Given a planar convex body B centered at the origin, we denote by ℳ ²(B) the Minkowski plane (i.e., two-dimensional linear normed space) with the unit ball B. For a triangle T in ℳ ²(B) we denote by the least possible radius of a Minkowskian ball enclosing T. We remark that in the terminology of location science is the optimum of the minimax location problem with distance induced by B and vertices of T as existing facilities (see, for instance, [HM03] and the references therein). Using methods...
Circumscribed simplices of minimal mean width.
Circumscribing constant-width bodies with polytopes.
Classes of Graphs Which Approximate the Complete Euclidean Graph.
Classical solids.
Classification of Arrangements by the Number of Their Cells.