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| Management number | 232100492 | Release Date | 2026/06/18 | List Price | US$7.24 | Model Number | 232100492 | ||
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The common in ring, module and algebra is that they are Abelian group with respect to addition. This property is enough to study integration. I treat integral of measurable map into normed Abelian Omega-group. Theory of integration of maps into Omega-group has a lot of common with theory of integration of functions of real variable. However I had to change some statements, since they implicitly assume either compactness of range or total order in Omega-group. Read more
| ASIN | B07FR2RHV3 |
|---|---|
| XRay | Not Enabled |
| Format | Print Replica |
| Language | English |
| File size | 1.8 MB |
| Page Flip | Not Enabled |
| Word Wise | Not Enabled |
| Print length | 94 pages |
| Accessibility | Learn more |
| Publication date | July 18, 2018 |
| Enhanced typesetting | Not Enabled |
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