Sheaf cohomology and endomorphisms · Question 1
Macaulay2: expanded functionality and improved efficiency · Historical workshop question
Editorial mapping of AIMPL source category: Algebraic geometry. http://aimpl.org/macaulay2efie/ Not an author-supplied MSC code.
Problem statement
What is the best way to implement a "morphism of sheaves" data type? What's the best way to calculate the maps on sheaf cohomology induced by such a morphism on a projective variety?
Lean 4
No Lean statement or proof is attached yet. Have a formalization? Share its source to add it to this problem.
Background
Question context
M2 currently has sheaves on projective varieties, but no morphisms between them, and no way to compute the associated maps on cohomology.
Progress & source assessment
Historical workshop record. Current open/solved status has not been independently reassessed.
The source supplies no status note for this question.
- [1]Macaulay2: expanded functionality and improved efficiency link
Recorded progress
Add yours →Nothing recorded yet. A pointer to a paper the entry is missing counts.
Machine attempts
0 recordedAttempts run against the statement below and are recorded in full, including the failures. The point is to stop the next model — and the next person — from re-walking a road that is already known to end. Each attempt costs 25 credits.
No machine attempts recorded.
Sign in to run an attempt. New accounts start with enough credits for ten.
Discussion
0 notesNotes are for clarifying the statement, flagging a missing reference, or recording why an approach fails. Claimed solutions belong in a submission, where they can be reviewed.
No notes yet.
Sign in to add a note.