Below are very, very rough notes that I've livetexed at the 2011 Algebra, Topology & Fjords! conference. Note that some of these are in no shape to really share, but by ridiculously popular demand I've posted them anyways. (All mistakes, and there are sure to be many, are mine alone. I should readily admit that there were times when I just kept writing things down even though they made no sense to me, so there's sure to a fair bit of nonsense.) Ideally it will be a collaborative effort to fix these up, for which reason I'm including the source files too.

Note that all these files use Paul Taylor's package diagrams.sty. If you'd like to compile the files yourself, just download this file and put it in the same folder.

I'd appreciate any comments and corrections, no matter how big or small.^{*} Just email me or find me in person at the conference.

All times are Norwegian.

topic | speaker | files | last updated |

Operad basics | Jean-Louis Loday | pdf tex | June 6, 2011, 2:49pm |

Model categories | Lennart Meier + Irakli Patchkoria | pdf tex | June 6, 2011, 2:45pm |

Lie algebras and deformations | Marco Manetti | pdf tex | June 9, 2011, 6:41pm |

Rational homotopy theory | Kathryn Hess | pdf tex | June 9, 2011, 3:13pm |

Model structures for operads | Marcy Robertson | pdf tex | June 9, 2011, 10:02am |

Koszul duality for operads | Bruno Vallette | pdf tex | June 8, 2011, 10:02am |

String topology | Ralph Cohen | [beamer] | |

Products of A_{∞}-algebras | Jean-Louis Loday | [beamer] | |

Triangulated categories | Stefan Schwede | pdf tex | November 13, 2011, 10:24pm |

Deligne conjecture | James McClure | pdf tex | June 11, 2011, 6:29pm |

Derived A_{∞}-algebras | Constanze Roitzheim | pdf tex | June 10, 2011, 4:20pm |

A new proof of the Deligne conjecture | Kathryn Hess | pdf tex | June 11, 2011, 10:29am |

Minimal Koszul models | Alexander Berglund | pdf tex | June 11, 2011, 11:32am |

^{*} Dear speakers: I'd especially appreciate any feedback you care to give. Also, I understand if these notes aren't up to your own personal standards, and I'd be happy to remove all or part of my notes on your talk if you're not comfortable with your name on them.