# SMUGA, Working seminar in Algebraic
Geometry

## Academimc year 2013/2014, Summer term

**S.M.U.G.A.** = Seminarium Młodych Umysłów Geometrii
Algebraicznej (not quite, something like: "seminar of young
algebro-geometric minds").

**smuga** = Polish word for
"streak".

**Organisers: **Weronika Buczyńska and Jarosław
Buczyński

SMUGA is a working seminar in Algebraic Geometry running in Warsaw (either at MIMUW or at IMPAN).
It is intended for students of Master program, PhD students, postdocs and professors
interested in Algebraic Geometry.
Everyone is welcome to attend and suggest a topic (also for future).

The idea of the seminar is to understand in detail a very specific
problem, subject, article, or series of related articles.

In the summer term 2013/2014 we meet on **Wednesdays 10:15--11:45** at MIMUW.
The classroom is **2280**.

### Schedule:

When? | Who? | What? |

05.03.2014 | Jarek Buczyński | programme discussion |

12.03.2014 | Maciek Zdanowicz |
Introduction to VB on CP^n: Basic definitions and the splitting of VB, including Horrocs criterion |

19.03.2014 | Joachim Jelisiejew | Uniform Vector Bundles |

26.03.2014 | Agnieszka Bodzenta | Indecomposable (n-1)-bundles on P^n |

02.04.2014 | Valentina Kritchenko | seminar joint with IMPANGA.
Divided difference operators, flags and pipe-dreams |

09.04.2014 | Adam Michalik | Codimension 2 locally complete intersections |

16-30.04.2014 | **no meeting** | |

07.05.2014 | Jarek Buczyński | Stable bundles |

14.05.2014 | Jarek Buczyński | Stable bundles, part II |

21.05.2014 | Joachim Jelisiejew | The splitting behavior of stable bundles |

28.05.2014 | Joachim Jelisiejew | The splitting behavior of stable bundles, part II. |

04.06.2014 | Oskar Kędzierski | Monads |

11.06.2014 | Oskar Kędzierski | Horrocks-Mumford bundle |

### Current reading:

Vector Bundles on Complex Projective Spaces, Okonek-Schneider-Spindler.

### Past readings:

Previous readings concerned **complex contact manifolds** and **Varieties of Minimal Rational Tangents**.

### Links:

List of topics suggested so far is here.

Webpage of past SMUGA 2013/2014 (winter term) and
SMUGA 2012/2013.