On a generalized Kolmogoroff integral in complete bornological locally convex spaces

Year, pages: 2005, 163 - 173

We introduce a generalized Kolmogoroff integral of the first type with respect to the operator valued measure in complete bornological locally convex topological vector spaces and show that, in the equal setting, the class of integrable functions coincides with the class of integrable functions in the generalized Dobrakov integral sense, [J. Haluąka: On integration in complete bornological locally convex spaces, Czechoslovak Math. J. 47, (1997), 205–219].

Duchoň, M., Haluška, J. 2005. On a generalized Kolmogoroff integral in complete bornological locally convex spaces. In Tatra Mountains Mathematical Publications, vol. 30, no.1, pp. 163-173. 1210-3195.

Duchoň, M., Haluška, J. (2005). On a generalized Kolmogoroff integral in complete bornological locally convex spaces. Tatra Mountains Mathematical Publications, 30(1), 163-173. 1210-3195.