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Noncommutative surfaces and Artin’s conjecture

Edited by Simon Crawford and org.aimpl.user:r.a.e.reynolds@sms.ed.ac.uk

    Sections

    1. 1. Factors of cocycle twists of Sklyanin algebras
    2. 2. Constructing a possible counterexample to Artin’s Conjecture
    3. 3. On Artin’s conjecture over an algebraically closed field of prime characteristic
    4. 4. Colin’s problems
    5. 5. Etingof’s Problem
    6. 6. Sub-division rings of the Weyl algebra
    7. 7. Algebras birational to the Sklyanin algebra
    8. 8. INTENTIONAL GAP
    9. 9. Division rings of GK-transcendence 2
    10. 10. Generalising a result of Schmidt-van den Dries
    11. 11. Points on Elliptic Curves over Finite Fields
    12. 12. Sklyanin algebras and cocycle twists
    13. 13. Completions of division rings (Todo: ask Matt)
    14. 14. When is A "geometrically X"?
    15. 15. Factors of Feigin and Odesskii’s elliptic algebras
    16. 16. Factor rings and \sigma-invariant valuations
    17. 17. Questions about GK 3 graded domains
    18. 18. On sub-division rings
    1. Bibliography

      Cite this as: AimPL: Noncommutative surfaces and Artin’s conjecture, available at http://aimpl.org/ncsurfaceartin.