Some Results Concerning the M-Structure of Operator Spaces.
Some results in representable Banach spaces.
Some results are presented, concerning a class of Banach spaces introduced by G. Godefroy and M. Talagrand, the representable Banach spaces. The main aspects considered here are the stability in forming tensor products, and the topological properties of the weak* dual unitball.
Some results in the metric theory of tensor products
Some results in the theory of Orlicz spaces and applications to variational problems
Some results on submodules of
Some results on Banach spaces without local unconditional structure
Some Results on Barreledness in Projective Tensor Products.
Some results on function spaces of varying smoothness
This paper deals with function spaces of varying smoothness , where the function :x ↦ s(x) determines the smoothness pointwise. Those spaces were defined in [2] and treated also in [3]. Here we prove results about interpolation, trace properties and present a characterization of these spaces based on differences.
Some results on injective Banach lattices
Some results on intersection properties of balls in complex Banach spaces
Some results on non-commutative Banach function spaces.
Some Results on Non-Semireflexive Spaces.
Some results on norm attaining bilinear forms on L1[0,1].
We characterize the norm attaining bilinear forms on L1[0,1], and show that the set of norm attaining ones is not dense in the space of continuous bilinear forms on L1[0,1].
Some results on order weakly compact operators
We establish some properties of the class of order weakly compact operators on Banach lattices. As consequences, we obtain some characterizations of Banach lattices with order continuous norms or whose topological duals have order continuous norms.
Some results on packing in Orlicz sequence spaces
We present monotonicity theorems for index functions of N-fuctions, and obtain formulas for exact values of packing constants. In particular, we show that the Orlicz sequence space generated by the N-function N(v) = (1+|v|)ln(1+|v|) - |v| with Luxemburg norm has the Kottman constant , which answers M. M. Rao and Z. D. Ren’s [8] problem.
Some results on symmetric subspaces of
Some results on the class of -unbounded Dunford-Pettis operators
We introduce and study the class of unbounded Dunford--Pettis operators. As consequences, we give basic properties and derive interesting results about the duality, domination problem and relationship with other known classes of operators.
Some results on the composition of distributions.
Some Results on the Fourier-Stieltjes Algebra of a Locally Compact Group.
Some results on the non-commutative neutrix product of distributions and .