Author — Tobias Fritz

Tobias Fritz has contributed to 43 nLab pages.

pasting law for pullbacks | 10:58:55, September 23 2019 |

simplicial homotopy | 09:52:12, July 20 2019 |

graded monad | 09:07:05, July 09 2019 |

Tobias Fritz | 08:38:22, July 09 2019 |

quasi-category | 04:45:04, April 05 2018 |

bicrossed product | 03:11:18, September 10 2017 |

over-topos | 08:37:43, December 27 2016 |

semicartesian monoidal category | 21:26:20, November 14 2016 |

Whitehead principle of nonabelian cohomology | 18:29:19, October 25 2016 |

vertex operator algebra | 11:29:09, September 17 2016 |

operator product expansion | 11:27:22, September 17 2016 |

Q-category | 08:24:07, July 01 2016 |

Galois connection | 17:43:48, March 08 2016 |

nonabelian cohomology | 05:50:32, January 24 2016 |

Tobias Fritz | 05:44:56, January 24 2016 |

differential cohomology | 05:44:06, January 24 2016 |

bornological topological vector space | 05:20:26, November 03 2015 |

representable functor | 12:52:12, July 03 2015 |

modular lattice | 10:04:16, June 12 2015 |

higher prequantum geometry | 23:43:20, April 27 2015 |

holographic principle | 12:35:15, April 25 2015 |

divisible group | 13:14:29, December 25 2014 |

reflective subcategory | 22:12:06, December 04 2014 |

Dold-Kan correspondence | 22:58:47, November 24 2014 |

Bousfield localization | 10:33:07, August 31 2014 |

Chow motive | 10:33:07, August 31 2014 |

category of chain complexes | 10:33:06, August 31 2014 |

total derived functor | 10:33:06, August 31 2014 |

pretriangulated dg-category | 10:33:00, August 31 2014 |

Operad | 10:32:57, August 31 2014 |

- action functional
- bicrossed product
- bornological topological vector space
- Bousfield localization
- Cartan calculus
- category of chain complexes
- Chow motive
- closed category
- cohesive (infinity,1)-topos
- continuous functor
- convex space
- differential cohomology
- divisible group
- Dold-Kan correspondence
- free monad
- Galois connection
- graded monad
- higher prequantum geometry
- holographic principle
- HomePage
- homotopy type theory
- locally presentable category
- modular lattice
- nonabelian cohomology
- Operad
- operator product expansion
- over-topos
- pasting law for pullbacks
- physics
- pretriangulated dg-category
- probability theory
- Q-category
- quasi-category
- reflective subcategory
- representable functor
- semicartesian monoidal category
- semiprojective morphism
- simplicial homotopy
- Tobias Fritz
- total derived functor
- vertex operator algebra
- weak homotopy equivalence
- Whitehead principle of nonabelian cohomology