Lusztig's support conjecture for semicanonical basis elements
Lusztig's support conjecture for semicanonical basis elements
Let be an irreducible component in the relevant module variety, and let denote the corresponding semicanonical basis element. Lusztig's support conjecture. The semicanonical basis element is supported on . This would identify the geometric support of each semicanonical basis element with its associated irreducible component; the source attributes the suggestion tentatively to Lusztig and notes that an analogous conjecture appears in a different context.
Sources & referencesView supporting material
Primary source
Liam Riordan, “Cohen Macaulay modules and positroid varieties”, arXiv:2606.15401 (2026).
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