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PRODID:adamgibbons/ics
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UID:mNgwwNZk3jUqo8Jdy1-Gc
SUMMARY:Modern algebraic geometry in algebraic combinatorics and tensors
DTSTAMP:20260401T014400Z
DTSTART;VALUE=DATE:20251101
DTEND;VALUE=DATE:20251106
DESCRIPTION:In recent years\, modern algebraic geometry\, such as moduli sp
	aces and enumeration\, has been very successfully applied to combinatorics
	 and tensors\, resolving old conjectures\, giving easier proofs of classic
	al theorems\, and opening new research\npaths. This seminar will focus on 
	the two main interconnected topics. (1) Interactions between matroid theor
	y\, geometry\, and intersection theory\, as in the recent work of June Huh
	 and beyond\, using varieties of complete linear maps and\ncomplete quadri
	cs\; (2) new invariants of tensors\, such as 111-algebra and moduli spaces
	 of tensors from Hilbert schemes of points and its generalisations.\n\nThe
	 common motive is to associate new intricate invariants to seemingly expli
	cit\, structureless objects such as tensors or graphs.\n\nDeadline for app
	lications: 1 July 2025
URL:https://www.mfo.de/occasion/2545a
LOCATION:Będlewo\, Poland
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