and syzygies of projective curves
Marian Aprodu (Bucharest)
analysis on the equations of canonical curves (Math. Ann., vol. 88) pointed
to some deep relations between the syzygies of
canonical curves and their geometry (see D. Mumford's
book 'Curves and their Jacobians' and F.-O.
Schreyer's paper 'A standard basis approach to syzygies
of canonical curves'). We plan to discuss recent developments in the theory
of syzygies, with emphasis on canonical curves and
relations with vector bundles on K3 surfaces.'