Vector-Valued Cesaro Summable Generalized Lorentz Sequence Space

WOS: 000407115700018The main purpose of this paper is to introduce Cesaro summable generalized Lorentz sequence space C-1 [d(v, p)]. We study some topologic properties of this space and obtain some inclusion relations

Non-Newtonian Comment of Lebesgue Measure in Real Numbers

We would like to generalize to non-Newtonian real numbers the usual Lebesgue measure in real numbers. For this purpose, we introduce the Lebesgue measure on open and closed sets in non-Newtonian sense and examine their basic properties

Vector-valued cesaro summable generalızed lorentz sequence space

The main purpose of this paper is to introduce Cesaro summable generalized Lorentz sequence space C1[d(v; p)]. We study some topologicproperties of this space and obtain some inclusion relations