On some difference sequence sets and their topological properties.
On some expressions for the Riesz angles of Orlicz sequence spaces.
On some generalized -difference Riesz sequence spaces and uniform Opial property.
On some geometric properties of certain Köthe sequence spaces
It is proved that if a Kothe sequence space is monotone complete and has the weakly convergent sequence coefficient WCS, then is order continuous. It is shown that a weakly sequentially complete Kothe sequence space is compactly locally uniformly rotund if and only if the norm in is equi-absolutely continuous. The dual of the product space of a sequence of Banach spaces , which is built by using an Orlicz function satisfying the -condition, is computed isometrically (i.e. the exact...
On some geometrical properties of generalized modular spaces of Cesàro type defined by weighted means. (On some geometrical properties of generalized modular spaces of Cesáro type defined by weighted means.)
On some new sequence spaces in 2-normed spaces using ideal convergence and an Orlicz function.
On some new type generalized difference sequence spaces
On some seminormed sequence spaces defined by a modulus function
On some spaces of summable sequences and their duals.
On some topological properties of generalized difference sequence spaces.
On spaces of continous functions with values in coechelon spaces
On subspaces of Orlicz sequences spaces
On the Banach-Mazur distance of finite-dimensional symmetric Banach spaces and the hypergeometric distribution
On the diagonal of matrix transformations
On the diametral dimension of weighted spaces of analytic germs
We prove precise estimates for the diametral dimension of certain weighted spaces of germs of holomorphic functions defined on strips near ℝ. This implies a full isomorphic classification for these spaces including the Gelfand-Shilov spaces and for α > 0. Moreover we show that the classical spaces of Fourier hyperfunctions and of modified Fourier hyperfunctions are not isomorphic.
On the dual of L(E, F).
On the existence of universal ...-nuclear Fréchet spaces.
On the functors Ext¹(E,F) for Fréchet spaces
On the generalized -Riesz difference sequence space and -property.
On the generalized Dirichlet series of several complex variables