Birs- 21w5117: Real Polynomials: Counting and Stability (Online)
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Title: Stable polynomials and related families of polynomials
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Title: Fewnomial bounds and multivariate generalisations of Descartes’ rule of signs.
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Title: Conic stability of polynomials, imaginary projections and spectrahedra
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Title: Return of the plane evolute
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Title: Inflection polynomials of linear series on superelliptic curves
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Title: Real zeros of sums of nonnegative circuit polynomials
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Title: Low-complexity semidefinite representation of convex hulls of curves
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Title: A polyhedral description for the non-properness set of a polynomial map
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Title: Matroids with the half-plane property and related concepts
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Title: Real Degeneracy Loci of Matrices, and Hyperbolicity cones of Real Polynomials
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Title: Imaginary Projections: Complex Versus Real Coefficients
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Title: Positively Hyperbolic Varieties, Tropicalization, and Positroids
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Title: On generalizing Descartes' rule of signs to hypersurfaces
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Title: Determinantal Representations and the Image of the Principal Minor Map
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Title: Hyperbolic plane curves near the non-singular tropical limit
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Title: Metric restrictions on the number of real zeros
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Title: The many faces of polynomial capacity
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Title: Spectrahedral representations of hyperbolic plane curves
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Title: Counting Pieces of Real Near-Circuit Hypersurfaces Faster
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Title: On maximally inflected hyperbolic curves
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Link:http://www.birs.ca/events/2021/5-day-workshops/21w5117/videos/watch/202110221100-LopezdeMedrano.html