On the inductive limit of , 0
On the LURWC property of Orlicz sequence space.
Necessary and sufficient conditions for URWC points and LURWC property are given in Orlicz sequence space lM.
On the Mackey topology of Orlicz sequence spaces
On the radius of convergence of an entire function in a normed space
On the representation of uncountable symmetric basic sets and its applications
It is shown that every uncountable symmetric basic set in an F-space with a symmetric basis is equivalent to a basic set generated by one vector. We apply this result to investigate the structure of uncountable symmetric basic sets in Orlicz and Lorentz spaces.
On the sets of sequences that are strongly -bounded and -convergent to naught with index .
On the smoothness of Orlicz sequence spaces equipped with Orlicz norm.
We give a criterion of smoothness of Orlicz sequence spaces with Orlicz norm.
On the space of -summable sequences
On the strong lacunary convergence and strong Cesàro summability of sequences of real-valued functions.
On the Sublinear Functional Associated to a Family of Invariant Means.
On the Unicelluarity of l... (w).
On the -dual of vector-valued sequence spaces of Maddox.
On Toeplitz sections in FK-spaces
On -valued sequence spaces.
Operators commuting with the shift on sequence spaces.
Ordered Vector Sequence Spaces and Related Classes of Linear Operators.
Orthogonal bases in 1∞ (X).
Packing constant and Musielak-Orlicz sequence spaces equipped with the Luxemburg norm.
Packing constant for Cesàro-Orlicz sequence spaces
The packing constant is an important and interesting geometric parameter of Banach spaces. Inspired by the packing constant for Orlicz sequence spaces, the main purpose of this paper is calculating the Kottman constant and the packing constant of the Cesàro-Orlicz sequence spaces () defined by an Orlicz function equipped with the Luxemburg norm. In order to compute the constants, the paper gives two formulas. On the base of these formulas one can easily obtain the packing constant for the Cesàro...
Packing in Orlicz sequence spaces
We show how one can, in a unified way, calculate the Kottman and the packing constants of the Orlicz sequence space defined by an N-function, equipped with either the gauge or Orlicz norms. The values of these constants for a class of reflexive Orlicz sequence spaces are found, using a quantitative index of N-functions and some interpolation theorems. The exposition is essentially selfcontained.