He said the theme of the conference will cover the major areas of mathematical sciences, such as Functional Analysis and its Applications, Fluid Dynamics, Fuzzy logic,

Topological Vector Spaces and Nonlinear Operator Theory, Best Approximations Theory, Soft Set Theory, Graph Theory, Algebra and so on.

He added that the theme of the conference will cover the major areas of Mathematical sciences such as; Functional Analysis and its Applications, Fluid Dynamics, Fuzzy logic,

Topological Vector Spaces and Nonlinear Operator Theory, Best Approximations Theory, Soft Set Theory, Graph Theory, Algebra and more.

Morris, "Embedding into free

topological vector spaces on compact metrizable spaces," Topology and its Applications, vol.

The upper semi- continuity related to

topological vector spaces are extended to upper demicontinuity, to upper hemicontinuity, and to generalized upper hemicontinuity.

The study of lineability (and other properties of subsets of

topological vector spaces, together with the type of algebraic structure to be considered) tries to generalize the existence of those elements fulfilling pathological properties through finding large algebraic structures of such examples.

Fuzzy vector spaces and fuzzy

topological vector spaces. Journal of Mathematical Analysis and Applications, v.

Modern methods in

topological vector spaces (reprint, 1978).

The next result extends Proposition 3.1 of [10] from normed linear spaces to metrizable

topological vector spaces.

Because each PN space is a [T.sub.2] space, so (R, [v.sub.1], [[tau].sub.1], [[tau].sub.1.sup.*]) is LS equivalent to (R, [v.sub.2], [[tau].sub.2], [[tau].sub.2.sup.*]) when they are all

topological vector spaces. Combining with Lemma 4.9 and Lemma 4.

Schaeffer:

Topological Vector Spaces, Springer Verlag, 1986.

They write for students who are familiar with general topology and linear algebra, but not

topological vector spaces. Among the topics are commutative topological groups, locally convex spaces and semi-norms, Hahn-Banach theorems, barreled spaces, closed graph theorems, and reflexivity.

Treves,

Topological Vector Spaces, Distributions and Kernels, Academic Press, New York, 1967.