Vladimir V. Tkachuk ) E?A ?=II ANJH=?JA@ BH C

One can show that if C e is a small deformation of a coassociative 4–fold C of type (a) or (b) then C e is also of type (a) or (b) and thus, Theorem 1.1 implies analogous results on

Once bulk deformation b is chosen (so that there is a torus fiber L whose Floer cohomology is non-vanishing), then we consider the Floer chain complex of L with a generic torus fiber

In this paper, a bound on the cardinality of the τ θ-closed hull of a subset of a functionally Hausdorff space and a bound on the cardinality of a functionally Hausdorff space

Then clearly (R,) is a topological space and it is clear that the space is KC-space as well as H-space.. But the space is not

The following example shows that in the property of being H-space is non- hereditary property.... Example and the following example shows that a H-space and a

(1) the network weight, the density, the cardinality, the hereditary density of finite powers, the spread of finite powers, the (hereditary) Lindel¨ of number of finite powers,

Bound polysemy is the property of any pair (G 1 , G 2 ) of graphs on a shared vertex set V for which there exists a partial order on V such that any pair of vertices has an upper

We prove that for prescribed h there exists an associated functional to h , and under some conditions on h and g we find that this functional has a global minimum in a convex subset