We prove some results concerning the finitely additive, vector integrals of Bochner and Pettis and their representation over a countably additive probability space. An application to the non compact Choquet theorem is also provided.
Cassese, G. (2026). Some Properties of The Finitely Additive Vector Integral. ADVANCES IN OPERATOR THEORY, 11(1 (January 2026)) [10.1007/s43036-025-00489-z].
Some Properties of The Finitely Additive Vector Integral
Cassese, G
2026
Abstract
We prove some results concerning the finitely additive, vector integrals of Bochner and Pettis and their representation over a countably additive probability space. An application to the non compact Choquet theorem is also provided.
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