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Dr

Michael Wheeler

Senior Lecturer In Combinatorics
Mathematics and Statistics
science & technology
physical sciences
physics
physics, mathematical
mathematics
physics, particles & fields
solvable lattice models
form-factors
symmetric functions
Michael Wheeler's Profile Picture
Dr

Michael Wheeler

 
Division
Science
Michael Wheeler's Profile Picture
Dr

Michael Wheeler

 
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Michael's  Short Profile
 

Projects

Displaying the 5 most recent projects by Michael Wheeler.

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Solvability and universality in stochastic processes

2021 - 2025
Active
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Solvability and universality in stochastic processes

2021 - 2025
Active
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Matrix product multi-variable polynomials from quantum algebras

This project aims to expand the theory of polynomials and develop generalised polynomial families using connections to affine and toroidal a..

2019 - 2022
Active
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Quantum integrability and symmetric functions

This project aims to develop new connections between quantum integrability and a central area of pure mathematics, symmetric function theory..

2016 - 2019
Completed
Project icon

Quantum integrability and symmetric functions

This project aims to develop new connections between quantum integrability and a central area of pure mathematics, symmetric function theory..

2016 - 2019
Completed

5

Projects

Project Types

3

Research Grant

2

Internal Research Grant

Scholarly Works

Displaying the 10 most recent scholarly works by Michael Wheeler.

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Spin q-Whittaker polynomials

Alexei Borodin, Michael Wheeler

Journal article  |  2021  |  Advances in Mathematics

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Integrable Stochastic Dualities and the Deformed Knizhnik-Zamolodchikov Equation

Zeying Chen, Jan de Gier, Michael Wheeler

Journal article  |  2020  |  International Mathematics Research Notices

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Modified Macdonald Polynomials and Integrability

Alexandr Garbali, Michael Wheeler

Journal article  |  2020  |  Communications in Mathematical Physics

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Littlewood-Richardson coefficients for Grothendieck polynomials from integrability

Michael Wheeler, Paul Zinn-Justin

Journal article  |  2019  |  Journal für die reine und angewandte Mathematik (Crelles Journal)

Abstract We study the Littlewood–Richardson coefficients of double Grothendieck polynomials indexed by Grassmannian pe..

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Hall polynomials, inverse Kostka polynomials and puzzles

M Wheeler, P Zinn-Justin

Journal article  |  2018  |  Journal of Combinatorial Theory Series A

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STOCHASTIC SIX-VERTEX MODEL IN A HALF-QUADRANT AND HALF-LINE OPEN ASYMMETRIC SIMPLE EXCLUSION PROCESS

Guillaume Barraquand, Alexei Borodin, Ivan Corwin, Michael Wheeler

Journal article  |  2018  |  Duke Mathematical Journal

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A New Generalisation of Macdonald Polynomials

Alexandr Garbali, Jan de Gier, Michael Wheeler

Journal article  |  2017  |  Communications in Mathematical Physics

We introduce a new family of symmetric multivariate polynomials, whose coefficients are meromorphic functions of two parameters (q..

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Koornwinder polynomials and the stationary multi-species asymmetric exclusion process with open boundaries

Luigi Cantini, Alexandr Garbali, Jan de Gier, Michael Wheeler

Journal article  |  2016  |  Journal of Physics A: Mathematical and Theoretical

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Refined Cauchy/Littlewood identities and six-vertex model partition functions: III. Deformed bosons

Michael Wheeler, Paul Zinn-Justin

Journal article  |  2016  |  Advances in Mathematics

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A Summation Formula for Macdonald Polynomials

Jan de Gier, Michael Wheeler

Journal article  |  2016  |  Letters in Mathematical Physics

33

Scholarly Works

Keyword Analysis

Expanding Knowledge
Mathematical Physics
Mathematics
Non-Oriented Research
Pure Mathematics
Applied Mathematics
Other Mathematical Sciences

News

Displaying the 1 most recent news article by Michael Wheeler.

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The proof behind The Man Who Knew Infinity

Michael Wheeler, Jan De Gier

May 4, 2016

1

News Articles

Honours, Awards and Fellowships

2004

LMUSA - Licentiate of Music Australia

1

Award

Credentials

Positions

Senior Lecturer In Combinatorics

Mathematics and Statistics

Education

PhD in Mathematics

University of Melbourne

Bachelor of Science (Hons)

University of Melbourne

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