Paolo Mantero Data-verified
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Biography and Research Information
OverviewAI-generated summary
Paolo Mantero's research focuses on abstract algebra, specifically commutative algebra and algebraic geometry. His work investigates the structure of algebraic objects, such as Koszul algebras and Rees-like algebras, and explores properties like Betti numbers and canonical modules. He has contributed to understanding symbolic powers of ideals, a fundamental concept in commutative algebra with applications in various areas of mathematics.
Mantero has been recognized for his contributions to the mathematical sciences through federal grant funding. He served as PI on an NSF grant for the 50th Arkansas Spring Lecture Series in the Mathematical Sciences ($25,000) and as Co-PI on a subsequent NSF grant for the 51st Arkansas Spring Lecture Series ($36,600). These grants supported the organization of mathematical conferences, fostering collaboration and dissemination of research within the community.
With a h-index of 7 and 118 citations across 38 publications, Mantero demonstrates an active research presence. His recent publications, including those in 2021, 2022, and 2024, highlight his sustained engagement with theoretical mathematical problems.
Metrics
- h-index: 7
- Publications: 38
- Citations: 120
Selected Publications
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A formula for symbolic powers (2024)
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The structure of Koszul algebras defined by four quadrics (2022)
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Betti numbers of the conormal module of licci rings (2021)
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The Alexander–Hirschowitz Theorem and Related Problems (2021)
Federal Grants 2 $61,600 total
Conference: 50th Arkansas Spring Lecture Series in the Mathematical Sciences
Conference: 51st Arkansas Spring Lecture Series in the Mathematical Sciences
Collaboration Network
Top Collaborators
- The structure of Koszul algebras defined by four quadrics
- The structure of Koszul algebras defined by four quadrics
- A formula for symbolic powers
- A formula for symbolic powers
- A formula for symbolic powers
- A formula for symbolic powers
- The Alexander–Hirschowitz Theorem and Related Problems
- Betti numbers of the conormal module of licci rings
- Canonical Modules and Class Groups of Rees-Like Algebras
- Canonical Modules and Class Groups of Rees-Like Algebras
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