Abstract
In a compact Hausdorff measure space we define an integral by partitions of the unity and prove that it is nonabsolutely convergent.
| Lingua originale | English |
|---|---|
| pagine (da-a) | 329-338 |
| Rivista | Real Analysis Exchange |
| Volume | 30(1) |
| Stato di pubblicazione | Published - 2005 |
Fingerprint
Hausdorff Measure
Measure space
Partition
Cita questo
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 G.
In: Real Analysis Exchange, Vol. 30(1), 2005, pag. 329-338.Risultato della ricerca: Article
Riccobono G 2005, 'A Riemann-type integral on a measure space', Real Analysis Exchange, vol. 30(1), pagg. 329-338.
Riccobono G. A Riemann-type integral on a measure space. Real Analysis Exchange. 2005;30(1):329-338.
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