6533b855fe1ef96bd12b127d
RESEARCH PRODUCT
Representation of Quasi-Measure by Henstock–Kurzweil Type Integral on a Compact-Zero Dimensional Metric Space
Valentin A. SkvortsovFrancesco Tulonesubject
Metric spaceHenstock–Kurzweil integralGeneral MathematicsInjective metric spaceMathematical analysisMetric (mathematics)Measure (physics)Pseudometric spaceType (model theory)MathematicsConvex metric spacedescription
Abstract A derivation basis is introduced in a compact zero-dimensional metric space 𝑋. A Henstock–Kurzweil type integral with respect to this basis is defined and used to represent the so-called quasi-measure on 𝑋.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2009-09-01 | gmj |