Complementary inductive invariants and dimension
Complétion et compactification d'espaces syntopogènes
Completions of uniform spaces
Complex cohomology automorphisms of compact homogeneous spaces of positive Euler characteristic
Complex methods in real integral geometry
This is an exposition of a general machinery developed by M. G. Eastwood, T. N. Bailey, C. R. Graham which analyses some real integral transforms using complex methods. The machinery deals with double fibrations complex manifold; totally real, real-analytic submanifold;...
Complexity and Chaos Theory in Art
Computer science a jej vzťah k matematike
Computer Science versus matematika
Computing upper bounds on Friedrichs’ constant
This contribution shows how to compute upper bounds of the optimal constant in Friedrichs’ and similar inequalities. The approach is based on the method of [9]. However, this method requires trial and test functions with continuous second derivatives. We show how to avoid this requirement and how to compute the bounds on Friedrichs’ constant using standard finite element methods. This approach is quite general and allows variable coefficients and mixed boundary conditions. We use the computed...
Concerning a categorial approach to topological and algebraic theories
Concerning infinite-dimensional spaces
Concerning the dimension of ANR-sets
Concerning the topological products of two Fréchet spaces
Concerning the weight of topological spaces
Condition number estimates for elliptic difference problems with anisotropy
Condorcet, mathématique sociale et vérité
A l'occasion du bicentenaire de la mort de Condordet, nous rappelons la théorie du motif de croire du fondateur de la Mathématique sociale, théorie qui seule peut nous assurer de la «réalité» des vérités auxquelles nous conduit le calcul des probabilités , comme de toute autre espèce de vérités, s'il s'en trouve.
Conference on Geometry and Mathematical Physics, Bulgaria, Zlatograd, 28.08-01.09.2005
List of ParticipantsOrganizing committee: Vasil Tsanov – Sofia University (Chairman), Harry Aleksiev – High School for Management and Laguages in Zlatograd (Local Organizer), Leon Farhy – Sofia University (Scientific Secretary), Emil Horozov – Sofia University, Ivailo Mladenov – Bulgarian Academy of Sciences, Angel Zhivkov – Sofia University.
Conformal de Rham Hodge theory and operators generalising the -curvature
Conformal geometry and global solutions to the Yamabe equations on classical pseudo-Riemannian manifolds
Conformal invariant wave equations for spin zero and spin fields on de Sitter space