Degrees: Vasconcelos contributions
Resource type
Authors/contributors
- Ghezzi, Laura (Author)
- Hong, Jooyoun (Author)
Title
Degrees: Vasconcelos contributions
Abstract
A degree of a module M is a numerical measure of information carried by M. We highlight some of Vasconcelos’ outstanding contributions to the theory of degrees, bridging commutative algebra and computational algebra. We present several degrees he introduced and developed, including arithmetic degree, jdeg, homological degree, cohomological degrees, canonical degree, and bicanonical degree. For the canonical and bicanonical degrees, we discuss recent developments motivated by our joint works [25, 19, 9]. ©2025 Walter de Gruyter GmbH,Berlin/Boston.
Proceedings Title
De Gruyter Proc. Math.
Conference Name
De Gruyter Proceedings in Mathematics
Publisher
Walter de Gruyter GmbH
Date
2025
Pages
203-240
ISBN
978-3-11-100009-1
Short Title
Degrees
Language
English
Library Catalog
Scopus
Extra
Journal Abbreviation: De Gruyter Proc. Math.
Citation
Ghezzi, L., & Hong, J. (2025). Degrees: Vasconcelos contributions. De Gruyter Proc. Math., 203–240. https://doi.org/10.1515/9783110999365-006
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