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Convex Integration Theory: Solutions to the h-principle in geometry and topology - Modern Birkhauser Classics Reprint of the 1998 edition
David Spring
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Convex Integration Theory: Solutions to the h-principle in geometry and topology - Modern Birkhauser Classics Reprint of the 1998 edition
David Spring
Gromov [17], is one of three general methods in immersion-theoretic topology for solving a broad range of problems in geometry and topology. These general methods are not linearly related in the sense that succ- sive methods subsumed the previous methods.
213 pages, biography
| Media | Books Paperback Book (Book with soft cover and glued back) |
| Released | December 9, 2010 |
| ISBN13 | 9783034800594 |
| Publishers | Springer Basel |
| Pages | 213 |
| Dimensions | 159 × 234 × 13 mm · 317 g |
| Language | English |
![Cover for David Spring · Convex Integration Theory: Solutions to the h-principle in geometry and topology - Monographs in Mathematics (Paperback Book) [Softcover reprint of the original 1st ed. 1998 edition] (2012)](https://imusic.b-cdn.net/images/item/original/362/9783034898362.jpg?david-spring-2012-convex-integration-theory-solutions-to-the-h-principle-in-geometry-and-topology-monographs-in-mathematics-paperback-book&class=scaled&v=1505549422)
![Cover for David Spring · Convex Integration Theory: Solutions to the h-principle in geometry and topology - Monographs in Mathematics (Hardcover Book) [1998 edition] (1997)](https://imusic.b-cdn.net/images/item/original/051/9783764358051.jpg?david-spring-1997-convex-integration-theory-solutions-to-the-h-principle-in-geometry-and-topology-monographs-in-mathematics-hardcover-book&class=scaled&v=1505549422)