On integration in complete vector lattices

Year, pages: 1993, 201 - 212

For the Archimedean vector lattice $ X$, the complete vector lattice $ Y$ and the positive cone $ L$ of the vector lattice of all linear regular operators $L: X\to Y$, a Riemann-type construction of integral for $L$-valued measures is discussed. Moreover, if $ Y$ is almost regular, a convergence theorem is proved.

Haluška, J. 1993. On integration in complete vector lattices. In Tatra Mountains Mathematical Publications, vol. 3, no.2, pp. 201-212. 1210-3195.

Haluška, J. (1993). On integration in complete vector lattices. Tatra Mountains Mathematical Publications, 3(2), 201-212. 1210-3195.