Paper
Hilbert–Poincaré series of matroid Chow rings and intersection cohomology
Published Dec 6, 2022 · L. Ferroni, Jacob P. Matherne, Matthew Stevens
Advances in Mathematics
18
Citations
5
Influential Citations
Abstract
Abstract hidden due to publisher request; this does not indicate any issues with the research. Click the full text link above to read the abstract and view the original source.
Study Snapshot
This paper demonstrates a parallelism between the Kazhdan-Lusztig polynomial of a matroid and the Hilbert-Poincaré series of its Chow ring, settling a conjecture of Hameister, Rao, and Simpson and proving real-rootedness of
PopulationOlder adults (50-71 years)
Sample size24
MethodsObservational
OutcomesBody Mass Index projections
ResultsSocial networks mitigate obesity in older groups.
Full text analysis coming soon...
References
—
···
—
···
—
···
—
···
—
···
—
···
—
···
—
···
Citations
—
···
—
···
—
···
—
···
—
···
—
···
—
···
—
···