In a compact Hausdorff measure space we define an integral by partitions of the unity and prove that it is nonabsolutely convergent.
RICCOBONO G (2005). A Riemann-type integral on a measure space. REAL ANALYSIS EXCHANGE, 30(1), 329-338.
A Riemann-type integral on a measure space
RICCOBONO, Giuseppa
2005-01-01
Abstract
In a compact Hausdorff measure space we define an integral by partitions of the unity and prove that it is nonabsolutely convergent.
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