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Henstock-Kurzweil Integration: Its Relation To Topological Vector Spaces eBook
language: english
Publisher:
WORLD SCIENTIFIC PUBLISHING COMPANY, April of 2000 ‧
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33,13€
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
IMMEDIATE AVAILABILITY
Ebook for ADE
SYNOPSIS
An analysis of Henstock-Kurzweil (HK) integration and its relation to topological vector spaces. HK integration is treated only on compact one-dimensional intervals and the set of convergent sequences of HK-integrable functions is singled out by an elementary convergence theorem.
DETAILS
| Property | Description |
|---|---|
| ISBN: | 9789814493697 |
| Publisher: | WORLD SCIENTIFIC PUBLISHING COMPANY |
| Release Date: | April of 2000 |
| Language: | English |
| Pages: | 144 |
| Format: | eBook |
| File Format and Compatibility: | PDF para ADE |
| Collection: | Series In Real Analysis |
| Categories: |
eBooks in English
>
Science
>
Mathematics
|
| EAN: | 9789814493697 |
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