J20 e IEEE TC 1978 10

In the present paper, it is shown by an example that a unit disc counterpart of such finite set does not contain all possible T- and M-orders of solutions, with respect to

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

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THEOREM 4.1 Let X be a non-empty convex subset of the locally convex Hausdorff topological vector space E, T an upper hemicontinuous mapping of X into 2 E’, T(x) is a non-empty

After performing a computer search we find that the density of happy numbers in the interval [10 403 , 10 404 − 1] is at least .185773; thus, there exists a 404-strict

For a white tile in T h (p) (which, obviously, exists), at least one of its bottom and top vertices is terminal (for otherwise all edges of this tile are fully white, implying that

approah, whih is based on a step by step onstrution of the walks [6, 5℄.. We repeat in Setion 3 the proof

For example, it is not obvious at all that the invariants of rooted trees given by coefficients of the generating functions f (t ), ˜ d(t ), ˜ h(t ) ˜ and m(t ) can be obtained