Shangshuai Li
Lecturer, Ningbo University JSPS Fellow, Nagoya University
Abstract. My research concerns the algebraic and geometric structures of integrable systems and their connections with mathematical physics. I focus on Sato theory, Cauchy matrix methods, (anti-)self-dual Yang–Mills equations, and exact soliton solutions.
KeywordsSato theoryCauchy matrix approachdirect linearization(anti-)self-dual Yang–MillsWard conjecturesolitons & resonances
Structures, methods & solutions
Three connected themes: how lower-dimensional integrable hierarchies sit inside the (anti-)self-dual Yang–Mills equations, the constructive Cauchy-matrix machinery that produces their solutions, and the soliton structures that result.
A map of reductions
Every node is an equation or a family studied in a paper below; edges show which framework it was approached from. Hover to see the papers, click to filter the publication list.
Publications
Journal articles, preprints and proceedings, newest first. Citation counts from Google Scholar.
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Talks & activities
Invited and contributed talks, with slides where available, and workshops co-organized.
A world line
Education and appointments drawn as a spacetime diagram — time runs upward, places run sideways (not to scale). Hover an event to find it in the list.
Co-authors in orbit
Computed from the publication list: the closer the orbit, the more joint papers. Hover a name to light up the shared work.
Correspondence
For questions about the papers, preprint requests, seminar invitations or collaboration, email is the most direct route.