On the local structure of a generic central set
On the Malcev completion of Kähler groups.
On the Martin compactification of a bounded Lipschitz domain in a riemannian manifold
The Martin compactification of a bounded Lipschitz domain is shown to be for a large class of uniformly elliptic second order partial differential operators on .Let be an open Riemannian manifold and let be open relatively compact, connected, with Lipschitz boundary. Then is the Martin compactification of associated with the restriction to of the Laplace-Beltrami operator on . Consequently an open Riemannian manifold has at most one compactification which is a compact Riemannian...
On the mathematical work of Gheorge Tzitzeica.
On the maximal spacelike submanifolds of a pseudo-Riemannian quasi constant curvature manifold.
On the maximum principle for principal curvatures
The paper contains the estimates from above of the principal curvatures of the solution to some curvature equations. A correction of the author's previous argument is presented.
On the Mean Curvature of R-Spaces.
On the meaning of Bell's inequalities violation
On the measurability of sets of pairs of intersecting nonisotropic straight lines of type beta in the simply isotropic space
The measurable sets of pairs of intersecting non-isotropic straight lines of type and the corresponding densities with respect to the group of general similitudes and some its subgroups are described. Also some Crofton-type formulas are presented.
On the measurability of sets of pairs of straight lines in the simply isotropic space
We study the measurability of sets of pairs of straight lines with respect to the group of motions in the simply isotropic space by solving PDEs. Also some Crofton type formulas are obtained for the corresponding densities.
On the measurability of the conic sections' family in the projective space
In this paper we prove that the non degenerate conic sections' family in the projective space is measurable.
On the ME-manifold in --UFT and its conformal change.
On the meromorphic potential for a harmonic surface in a k-symmetric space.
On the minimal surfaces of Riemann.
On the mod p Betti numbers of loop spaces.
On the moduli space of superminimal surfaces in spheres.
On the Morse Index of Minmal Surfaces in IRp with Polygonal Boundaries.
On the Morse Number of Embedded and Non-Embedded Minimal Immersions Spanning Wires on the Boundary of Special Bodies in IR3.
On the motion of a curve by its binormal curvature
We propose a weak formulation for the binormal curvature flow of curves in . This formulation is sufficiently broad to consider integral currents as initial data, and sufficiently strong for the weak-strong uniqueness property to hold, as long as self-intersections do not occur. We also prove a global existence theorem in that framework.
On the motion of a non-homogeneous ideal incompressible fluid in an external force field