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Explore advanced mathematical concepts in this comprehensive workshop featuring 15 expert presentations on the geometric aspects of matroid theory. Delve into cutting-edge research topics including delta-matroids, tropical quiver representations, derived categories of permutahedral varieties, and valuated delta matroids with principal minors. Examine Baker-Bowler theory applications to Lagrangian Grassmannians, investigate paths to matroid representations, and study multimatroids in relation to rational curves with cyclic action. Analyze the external activity complex of matroid pairs, explore generalized Schubert varieties and anabelian matroids, and understand the tropicalization of principal minors in positive definite matrices. Investigate spaces of Lorentzian polynomials, cohomologically tropical varieties, and foundations of generalized parallel connections. Discover connections between matroids and moduli spaces, and examine tropical vector bundles within matroid frameworks. Gain insights from leading researchers presenting their latest findings in this specialized area of algebraic geometry and combinatorics.
