Milo Bechtloff Weising

activity

20232025

most citedStable-Limit Non-symmetric Macdonald Functions in Type A

1 citations · 1 across the 14 of their papers we have counts for

collaborators

Showing 2024Show all

5 papers · 1 filter

math.NT2024

Artin Symmetric Functions

Milo Bechtloff Weising

In this paper we construct an algebraic invariant attached to Galois representations over number fields. This invariant, which we call an Artin symmetric function, lives in a certa…

math.CO2024

Almost Symmetric Schur Functions

Milo Bechtloff Weising

We introduce and study a generalization $s_{(μ ∣ λ)}$ of the Schur functions called the almost symmetric Schur functions. These functions simultaneously generalize the finite variabl…

math.RT2024

Delta Operators on Almost Symmetric Functions

Milo Bechtloff Weising

We construct $Δ$ -operators $F [Δ]$ on the space of almost symmetric functions $P_{a s}^{+}$ . These operators extend the usual $Δ$ -operators on the space of symmetric functi…

math.CO2024

Murnaghan-Type Representations for the Positive Elliptic Hall Algebra

Milo Bechtloff Weising

We construct a new family of graded representations $W_{λ}$ for the positive elliptic Hall algebra $E^{+}$ indexed by Young diagrams $λ$ which generalize the st…

math.RT2024

Double Dyck Path Algebra Representations From DAHA

Milo Bechtloff Weising

The double Dyck path algebra $A_{q, t}$ was introduced by Carlsson-Mellit in their proof of the Shuffle Theorem. A variant of this algebra, $B_{q, t}$ , was introduc…