Some linear topological properties of the hardy spaces
Some linear topological properties of the spaces of operators on Hilbert space
Some locally convex spaces of regular distributions
Some logarithmic function spaces, entropy numbers, applications to spectral theory [Book]
Some mapping theorems and solvability of nonlinear equations in Banach spaces (Preliminary communication)
Some Mazur-Orlicz-Brudno like theorems
Some metric and topological properties of certain linear spaces of measurable functions
Some module cohomological properties of Banach algebras
We find some relations between module biprojectivity and module biflatness of Banach algebras and and their projective tensor product . For some semigroups , we study module biprojectivity and module biflatness of semigroup algebras .
Some modulus and normal structure in Banach space.
Some more Banach spaces which contain l¹
Some more recent results concerning weak Asplund spaces.
Some more Steinhaus type theorems over valued fields
Some more weak Hubert spaces
We construct, by a variation of the method used to construct the Tsirelson spaces, a new family of weak Hilbert spaces which contain copies of l₂ inside every subspace.
Some natural families of M-ideals.
Some new classes of Banach-Mackey spaces.
Some new classes of topological vector spaces with closed graph theorems
In this note, we investigate non-locally-convex topological vector spaces for which the closed graph theorem holds. In doing so, we introduce new classes of topological vector spaces. Our study includes a direct extension of Pták duality to the non-locally-convex situation.
Some new deterministic and random variational inequalities and their applications.
Some new double sequence spaces defined by Orlicz function in -normed space.
Some new Hardy spaces on locally compact Vilenkin groups
Some new inhomogeneous Triebel-Lizorkin spaces on metric measure spaces and their various characterizations
Let be a space of homogeneous type, i.e. X is a set, ϱ is a quasi-metric on X with the property that there are constants θ ∈ (0,1] and C₀ > 0 such that for all x,x’,y ∈ X, , and μ is a nonnegative Borel regular measure on X such that for some d > 0 and all x ∈ X, . Let ε ∈ (0,θ], |s| < ε and maxd/(d+ε),d/(d+s+ε) < q ≤ ∞. The author introduces new inhomogeneous Triebel-Lizorkin spaces and establishes their frame characterizations by first establishing a Plancherel-Pólya-type inequality...