층론

노트

말뭉치

1. Sheaf theory is also important in other fields of mathematics, notably algebraic geometry, but that is outside the scope of the present book.
2. Also, relative cohomology is introduced into sheaf theory.
3. At the same time this also makes it possible to define other cohomology operations in sheaf theory.
4. A fairly complete account of sheaf theory using resolutions was later given by H. Cartan.
5. The proof of the de Rham theorem given by A. Weil (1947) and the work of J.-P. Serre (in the early 1950's) on algebraic varieties greatly influenced the development of sheaf theory.
6. This shows that some of the facets of sheaf theory can also be traced back as far as Leibniz.
7. Sheaf theory provides a means of discussing many different kinds of geometric objects in respect of the connection between their local and global properties.
8. This particular book and, for that matter, all of the other books devoted solely to sheaf theory are prime examples of this overemphasis.
9. Thus, he sees no place for a standalone exposition of sheaf theory outside the context of algebraic geometry, which was its main application at the time.
10. After all, why was I reading a textbook about sheaf theory?
11. It’s certainly not because I needed sheaf theory as a technical language for algebraic geometry.
12. The method used applies to a more general context and gives new results in semialgebraic and o-minimal sheaf theory.
13. This paper uses sheaf theory, a pervasive mathematical method for moving from the local to the global, to study non-locality and contextuality.
14. We use the mathematics of sheaf theory to analyze the structure of non-locality and contextuality.
15. This opens up the possibility of applying the powerful methods of sheaf theory to the study of the structure of these notions.
16. This opens the door to the use of the powerful methods of sheaf theory in the study of non-locality and contextuality.
17. In order to read or download sheaf theory ebook, you need to create a FREE account.
18. The approach is based on the microlocal sheaf theory, which was invented as an algebraic and topological method to study differential equations.