Synthical
Your space
Profile
Activity
Favorites
Folders
Feeds
All articles
Claim page
Nicholas M. Ercolani
Follow
Activity
Upvotes
Folders
Articles
14
Yang-Mills-Higgs Equations on Spherical Orbifolds
17 April 2024 by
Nicholas Ercolani
Mathematical Physics
Lusztig Factorization Dynamics of the Full Kostant-Toda Lattices
10 March 2023 by
Nicholas Ercolani
and
Jonathan Ramalheira-Tsu
Exactly Solvable and Integrable Systems
The Poisson Geometry of Plancherel Formulas for Triangular Groups
29 January 2023 by
Nicholas Ercolani
Symplectic Geometry
,
Representation Theory
A Path-Counting Analysis of Phase Shifts in Box-Ball Systems
15 December 2021 by
Nicholas Ercolani
and
Jonathan Ramalheira-Tsu
Exactly Solvable and Integrable Systems
Relating random matrix map enumeration to a universal symbol calculus for recurrence operators in terms of Bessel-Appell polynomials
24 August 2021 by
Nicholas Ercolani
and
Patrick Waters
Mathematical Physics
,
Exactly Solvable and Integrable Systems
The Ghost-Box-Ball System: A Unified Perspective on Soliton Cellular Automata, the RSK Algorithm and Phase Shifts
7 February 2021 by
Nicholas Ercolani
and
Jonathan Ramalheira-Tsu
Exactly Solvable and Integrable Systems
,
Combinatorics
Integrable Mappings from a Unified Perspective
23 January 2019 by
Tova Brown
and
Nicholas Ercolani
Exactly Solvable and Integrable Systems
Singularity analysis for heavy-tailed random variables
21 April 2017 by
Nicholas Ercolani
and
others
Probability
,
Combinatorics
Random partitions in statistical mechanics
11 September 2014 by
Nicholas Ercolani
and
others
Probability
,
Mathematical Physics
Conservation Laws of Random Matrix Theory
28 March 2012 by
Nicholas Ercolani
Mathematical Physics
,
Combinatorics
Cycle structure of random permutations with cycle weights
19 March 2012 by
Nicholas Ercolani
and
Daniel Ueltschi
Probability
,
Combinatorics
The Continuum Limit of Toda Lattices for Random Matrices with Odd Weights
12 June 2011 by
Nicholas Ercolani
and
Virgil Pierce
Mathematical Physics
,
Combinatorics
A Bi-Hamiltonian Structure for the Integrable, Discrete Non-Linear Schrodinger System
17 April 2005 by
Nicholas Ercolani
and
Guadalupe Lozano
Symplectic Geometry
,
Dynamical Systems
The Zero-Dispersion Limit for the Odd Flows in the Focusing Zakharov-Shabat Hierarchy
3 February 2003 by
Nicholas Ercolani
and
others
Exactly Solvable and Integrable Systems
This is an AI-generated summary
Key points
Topics
Mathematical Physics
Exactly Solvable and Integrable Systems
Combinatorics
Probability
Symplectic Geometry
Representation Theory
Complex Variables
Dynamical Systems