Jack William Huizenga

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2 Finished

FRG: Collaborative Research: Moduli Spaces, Birational Geometry, and Stability Conditions
Huizenga, J. W. (PI)
National Science Foundation
8/1/17 → 7/31/22
Project: Research project
PostDoctoral Research Fellowship
Huizenga, J. W. (PI)
National Science Foundation
6/1/12 → 5/31/16
Project: Research project

23 Article
3 Conference contribution
1 Chapter

Brill–Noether Theory on P² for Bundles with Many Sections
Coskun, I., Huizenga, J. & Raha, N., Mar 1 2025, In: International Mathematics Research Notices. 2025, 6, rnaf064.
Research output: Contribution to journal › Article › peer-review
Stability and Cohomology of Kernel Bundles on Pⁿ
Coskun, I., Huizenga, J. & Smith, G., Mar 2025, In: Michigan Mathematical Journal. 75, 1, p. 173-198 26 p.
Research output: Contribution to journal › Article › peer-review

Open Access
1 Scopus citations
Interpolation and moduli spaces of vector bundles on very general blowups of P²
Coskun, I. & Huizenga, J., 2024, In: Epijournal de Geometrie Algebrique. 8, 7.
Research output: Contribution to journal › Article › peer-review

Open Access
1 Scopus citations
The Brill-Noether Theory of the moduli spaces of sheaves on surfaces
Coskun, I., Huizenga, J. & Nuer, H., 2024, Moduli Spaces and Vector Bundles-New Trends - VBAC 2022 Conference Moduli Spaces and Vector Bundles-New Trends In honor of Peter Newstead’s 80th Birthday. Gothen, P., Melo, M. & Teixidor i Bigas, M. (eds.). American Mathematical Society, p. 103-151 49 p. (Contemporary Mathematics; vol. 803).
Research output: Chapter in Book/Report/Conference proceeding › Conference contribution

Open Access
2 Scopus citations
Ample stable vector bundles on rational surfaces
Huizenga, J. & Kopper, J., 2022, In: Communications in Algebra. 50, 9, p. 3744-3760 17 p.
Research output: Contribution to journal › Article › peer-review
3 Scopus citations

Jack William Huizenga

Fingerprint

Collaborations and top research areas from the last five years

Dive into details

FRG: Collaborative Research: Moduli Spaces, Birational Geometry, and Stability Conditions

PostDoctoral Research Fellowship

Brill–Noether Theory on P² for Bundles with Many Sections

Stability and Cohomology of Kernel Bundles on Pⁿ

Interpolation and moduli spaces of vector bundles on very general blowups of P²

The Brill-Noether Theory of the moduli spaces of sheaves on surfaces

Ample stable vector bundles on rational surfaces

Jack William Huizenga

Fingerprint

Collaborations and top research areas from the last five years

Projects

FRG: Collaborative Research: Moduli Spaces, Birational Geometry, and Stability Conditions

PostDoctoral Research Fellowship

Research output

Brill–Noether Theory on P2 for Bundles with Many Sections

Stability and Cohomology of Kernel Bundles on Pn

Interpolation and moduli spaces of vector bundles on very general blowups of P2

The Brill-Noether Theory of the moduli spaces of sheaves on surfaces

Ample stable vector bundles on rational surfaces

Brill–Noether Theory on P² for Bundles with Many Sections

Stability and Cohomology of Kernel Bundles on Pⁿ

Interpolation and moduli spaces of vector bundles on very general blowups of P²