An Extension of the Daniell Integration Scheme

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An Extension of the Daniell Integration Scheme. (English). Matematický časopis, vol. 25 (1975), issue 3, pp. 211-219

MSC: 28A10, 28A30 | MR 0396889 | Zbl 0308.28005

References:

[1] ALFSEN E. M.: Order theoretic foundations of integration. Math. Ann. 149, 1963, 419-461. MR 0148841 | Zbl 0111.25605

[2] RIEČAN B.: On a continuous extension of monotone functionals of some type. (Russian). Mat.-fyz. Čas. 15, 1965, 116-125. MR 0192020

[3] RIEČAN B.: On the extension of operators with values in linear semiordered spaces. (Russian). Čas. Pěst. Mat. 93, 1968, 459-471. MR 0248544

[4] DREWNOWSKI L.: Topological rings of sets, continuous set functions, integration, I, II. Bull. Acad. Pol. Sci. 20, 1972, 269-286. MR 0306432

[5] ALEXIUK V. N., BEZNOSIKOV F. D.: Extension of continuous outer measure on a Boolean algebra (Russian). Izv. VUZ 4 (119), 1972, 3-9.

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