Barrelledness of the space of Dobrakov integrable functions

Year, pages: 2001, 521 - 528

We use a continuous version of the Gliding Hump Principle to show that the space of Dobrakov integrable functions is barrelled under the assumption that the measure is countably additive in the uniform operator topology.

Swartz, C. 2001. Barrelledness of the space of Dobrakov integrable functions. In Mathematica Slovaca, vol. 51, no.5, pp. 521-528. 0139-9918.

Swartz, C. (2001). Barrelledness of the space of Dobrakov integrable functions. Mathematica Slovaca, 51(5), 521-528. 0139-9918.