• Alessandra Bernardi (Università di Trento): Cactus rank behind complexity theory and quantum physics   Slides

• Davide Bolognini (Università Politecnica delle Marche): Immanant varieties and incidence stratifications    Slides

• Aldo Conca (Università di Genova): Two bounds on Castelnuovo-Mumford regularity

• Marco D'Anna (Università di Catania): On the Apéry algorithm for a plane singularity

• Jan Draisma (Universität Bern): New applications of commutative algebra over FI

• Joachim Jelisiejew (Uniwersytet Warszawski): Geometry and algebra of minimal border rank tensors

• Paolo Lella (Politecnico di Milano): Marked bases for ideals and their syzygies   Slides

• Mateusz Michałek (Universität Konstanz): Enumerative geometry meets statistics, combinatorics and topology   Slides

• Alessandro Oneto (Università di Trento): Waring decompositions of special ternary forms with different Hilbert functions   Slides

• Alessio Sammartano (Politecnico di Milano): On Hilbert and Quot schemes of threefolds

• Matteo Varbaro (Università di Genova): Dual graphs of projective curves   Slides

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• Barbara Betti (Max Planck Institute): Solving equations on parameterized varieties   

• Stefano Canino (Politecnico di Torino): Complete intersections on generic rational curves and their link with the postulation of fat points

• Cosimo Flavi (Università di Firenze): On the rank of powers of quadrics

• Vincenzo Galgano (Università di Trento): Equivariant Euler characteristics on permutohedral varieties

• Leonie Kayser (Max Planck Institute): Hilbert function of chopped ideals

• Nirmal Kotal (Chennai Mathematical Institute): F-rationality of blow-up and test ideals

• Arvind Kumar (Chennai Mathematical Institute): Regularity bound of generalized binomial edge ideal of graphs

• Rajiv Kumar (IIT Jammu): Powers of vertex cover ideals of simplicial trees

• Milo Orlich (Aalto University): Asymptotic results on the regularity of edge ideals of graphs via critical graphs

• Matthias Orth (Kassel University): Free resolutions induced by Pommaret-like bases over Clements-Lindström rings

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