activity
19982026
most cited-Schur functions and affine Schubert calculus

35 citations · 119 across the 30 of their papers we have counts for

collaborators

36 papers

math.HO2026

A memorial tribute: Adriano Garsia (1928--2024)

Hélène Barcelo, François Bergeron, Nantel Bergeron +15

Adriano Mario Garsia was born in Tunis on August 20, 1928, to a Tunisian-Italian family. He lived on a farm there until the end of World War II, then moved to Rome. After finishing…

math.CO2023

A raising operator formula for Macdonald polynomials

Jonah Blasiak, Mark Haiman, Jennifer Morse +2

We give an explicit raising operator formula for the modified Macdonald polynomials , which follows from our recent formula for on an LLT polynomial…

math.CO2021

Dens, nests and the Loehr-Warrington conjecture

Jonah Blasiak, Mark Haiman, Jennifer Morse +2

In a companion paper, we introduced raising operator series called Catalanimals. Among them are Schur Catalanimals, which represent Schur functions inside copies $Λ(X^{m,n})\subset…

math.CO2021

LLT polynomials in the Schiffmann algebra

Jonah Blasiak, Mark Haiman, Jennifer Morse +2

We identify certain combinatorially defined rational functions which, under the shuffle to Schiffmann algebra isomorphism, map to LLT polynomials in any of the distinguished copies…

math.CO2021★ 2 cited

A proof of the Extended Delta Conjecture

Jonah Blasiak, Mark Haiman, Jennifer Morse +2

We prove the Extended Delta Conjecture of Haglund, Remmel, and Wilson, a combinatorial formula for , where and are Macdonald eigenoper…

math.CO2021★ 1 cited

A Shuffle Theorem for Paths Under Any Line

Jonah Blasiak, Mark Haiman, Jennifer Morse +2

We generalize the shuffle theorem and its version, as conjectured by Haglund et al. and Bergeron et al., and proven by Carlsson and Mellit, and Mellit, respectively. In o…