people
members of the lab or group
Gibson Hall 417C
6823 St Charles Ave
New Orleans, LA 70118
layout: about title: about permalink: / subtitle: Affiliations. Tulane University, New Orleans, LA
profile: align: right image: prof_pic.jpg image_circular: false # crops the image to make it circular more_info: > <p>Gibson Hall 417C</p> <p>6823 St Charles Ave</p> <p> New Orleans, LA 70118</p>
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I am a Postdoctoral Researcher in the Department of Mathematics at Tulane University, working with Prof. Ken McLaughlin. My research lies at the intersection of Integrable Systems and Random Matrix Theory.
Specifically, I investigate how soliton gases and nonlinear lattices (such as Toda and Volterra) behave over long periods when the initial data are randomly sampled. I tackle these problems using the Riemann-Hilbert approach and asymptotic analysis.
Recently, I have expanded my research scope to explore q-orthogonal polynomials and the Muttalib-Borodin ensemble, with a focus on large deviations and q-deformations of classical laws (such as Marchenko-Pastur).
Prior to moving to New Orleans, I earned my PhD from SISSA (Trieste, Italy) and held research positions at KTH Royal Institute of Technology (Stockholm) and the Mittag-Leffler Institute.
Beyond the Blackboard
I believe mathematics should be seen, not just written. I created the YouTube channel MathyOwl to share visualizations and “cool” mathematical concepts with a broader audience.
When I am not proving theorems or coding in Python , you will likely find me climbing 🧗, lifting weights , exploring new coffee shops, or traveling.
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layout: about title: about permalink: / subtitle: Affiliations. Tulane University, New Orleans, LA
profile: align: right image: prof_pic.jpg image_circular: false # crops the image to make it circular more_info: > <p>Gibson Hall 417C</p> <p>6823 St Charles Ave</p> <p> New Orleans, LA 70118</p>
selected_papers: true # includes a list of papers marked as “selected={true}” social: true # includes social icons at the bottom of the page
announcements: enabled: true # includes a list of news items scrollable: true # adds a vertical scroll bar if there are more than 3 news items limit: 4 # leave blank to include all the news in the _news folder
latest_posts: enabled: true scrollable: true # adds a vertical scroll bar if there are more than 3 new posts items limit: 3 # leave blank to include all the blog posts —
I am a Postdoctoral Researcher in the Department of Mathematics at Tulane University, working with Prof. Ken McLaughlin. My research lies at the intersection of Integrable Systems and Random Matrix Theory.
Specifically, I investigate how soliton gases and nonlinear lattices (such as Toda and Volterra) behave over long periods when the initial data are randomly sampled. I tackle these problems using the Riemann-Hilbert approach and asymptotic analysis.
Recently, I have expanded my research scope to explore q-orthogonal polynomials and the Muttalib-Borodin ensemble, with a focus on large deviations and q-deformations of classical laws (such as Marchenko-Pastur).
Prior to moving to New Orleans, I earned my PhD from SISSA (Trieste, Italy) and held research positions at KTH Royal Institute of Technology (Stockholm) and the Mittag-Leffler Institute.
Beyond the Blackboard
I believe mathematics should be seen, not just written. I created the YouTube channel MathyOwl to share visualizations and “cool” mathematical concepts with a broader audience.
When I am not proving theorems or coding in Python , you will likely find me climbing 🧗, lifting weights , exploring new coffee shops, or traveling.