Tue, 05 May 2026
15:30

Realizability of tropical curves and Lagrangian submanifolds

Jeff Hicks
(St Andrews)
Abstract

Tropicalization is a process by which we replace algebraic geometry with the geometry of piecewise linear (tropical) objects. One of the central questions in the field is when this process can be reversed: that is, when can we realize a tropical object with an honest algebraic one. In this talk, I'll discuss some recent work on the tropical to Lagrangian correspondence, and state under what conditions homological mirror symmetry allows us to transfer Lagrangian realizations into algebraic ones.

PhD Scholarships are available in the Centre for Doctoral Training in the Mathematics for our Future Climate (MFC CDT) at the University of Reading. The opportunity offers an enhanced stipend of £10,000 above the UKRI minimum stipend of £21,000 for students eligible for home fees status. 

The final application deadline is Sunday 8th March 2026. 

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Lyons, T (18 Feb 2026) doi:10.5287/ora-kq0ojzynd
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Alday, L Pitombo, R Sangaré, A Physical Review D volume 113 issue 2 l021903 (15 Jan 2026) doi:10.1103/mppb-xh1j

OSIS 2026

 

The Oxford Physics Society is hosting an ‘Oxford Science Innovation Summit’ at midday on Sunday 8th March 2026 in the L1 in the Mathematical Institute.

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