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This research announcement continues the study of the symplectic homology of Weinstein manifolds undertaken in [2] where the symplectic homology, as a vector space, was expressed in terms of the Legen...
It is found that the existence of the solution u(x) of such equation depending on the condition of f and k−1 B (B+m2)ku(x). Moreover such solution u(x) related to the nonhomogeneous Bessel bih...
We study local rigidity and multiplicity of constant scalar curvature metrics in arbitrary products of compact manifolds. Using (equivariant)bifurcation theory we determine the existence of infinitely...
Given a set of vertices S = {v1, v2, ..., vk} of a connected graph G, the metric representation of a vertex v of G with respect to S is the vector r(v|S) = (d(v, v1), d(v, v2), ..., d(v, vk )), where ...
The Iso-Taxicab Geometry is a non-Euclidean Geometry. It is defined in 1989 by K.O. Sowell. The aim of this paper is, firstly, to present basics of Iso-Taxicab Geometry, discuss the similarities to ...
In this article, we introduce the fundamental group of foldings of the Cartesian product of manifolds into itself. Also the fundamental group of the limit of foldings of the Cartesian product of man...
The wood product manufacturing is one of the important manufacturing industries in the United States. Similar to other manufacturing industries, it has been facing many challenges including an incre...
This paper presents a new algorithm for minimizing a product of two positive convex functions. The given problem is firstly converted to an equivalent quasi-concave minimization problem in the outcom...
Let X be a real inner product space of dimension ¸ 2. In [2], W. Benz proved the following theorem for x; y 2 X with x < y: "The Lorentz-Minkowski distance between x and y is zero (i.e., l (x;...
In this paper we obtain some new Schwarz related inequalities in inner product spaces over the real or complex number field. Applications for the generalized triangle inequality are also given.
Further inequalities related to the Schwarz inequality in real or complex inner product spaces are given.
A Grüss type inequality for sequences of vectors in inner product spaces which complement a recent result from [6] and applications for differentiable convex functions defined on inner product spaces ...
In this note, we establish new integral inequalities involving two functions and their derivatives. The discrete analogues of the main results are also given.
We obtain an identity in real inner product spaces that leads to the Grüss inequality and an inequality of Ostrowski.
The paper contains inequalities related to generalizations of Schwarz's inequality.

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