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Teach-in on 3-folds at Warwick

Higher dimensional complex geometry programme

January 7 - February 1, 2002

Warwick, United Kingdom

Mathematics

Homepage: http://www.maths.warwick.ac.uk/~mgross/teachin.html
Email: info@newton.cam.ac.uk

Description:
The material will include some quite basic introduction to 3-folds at approx MSc level, in the form of lectures, exercise sheets, with accompanying seminars, tutorial sessions and self-help student seminars. The material will cover canonical singularities, basic theory of Q-Fanos and their elephants, a little on Q-RR and vanishing, etc. See [YPG] and the preface to the book [CR] for a preview of some of the material and [CR], top of p. 3 for advice on further reading. [YPG] and [Chapters], (esp. Chapters 3--4 on K3 surfaces and singularities) may be appropriate for preliminary reading. Mark Gross will also give a course of lectures, and Corti, Kachi and Takagi will give a few talks on log MMP and the general background to Shokurov's program. We hope that Mukai will also give a lecture series on his program of K3 surfaces and Fano 3-folds as sections of projective homogeneous spaces, possibly with participantion from Corti, Reid and Takagi. There will also be regular research seminars and opportunities for graduate seminars.

[FA] J. Koll'ar and others, Flips and abundance, Ast\'erisque 211 (1992)

[Chapters] M. Reid, Chapters on algebraic surfaces, in Complex algebraic varieties, J. Koll\'ar (Ed.), IAS/Park City lecture notes series (1993 volume), AMS, Providence R.I., 1997, 1--154

[YPG] M. Reid, Young person's guide to canonical singularities, in Algebraic Geometry, Bowdoin 1985, ed. S. Bloch, Proc. of Symposia in Pure Math. 46, A.M.S. (1987), vol. 1, 345--414

[CR] A. Corti and M. Reid, preface to book Explicit birational geometry of 3-folds, CUP/LMS lecture notes 2000, pp. 349 + v,

Mail Address:

Isaac Newton Institute for Mathematical Sciences
20 Clarkson Road, Cambridge, CB3 0EH, U.K.
Tel.: +44 1223 335999, Fax.: +44 1223 330508

Date received: November 20, 2001


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