Author — Domenico Fiorenza

Domenico Fiorenza has contributed to 79 nLab pages.

From String structures to Spin structures on loop spaces | 16:28:19, May 14 2016 |

motivation for higher differential geometry | 10:32:30, August 31 2014 |

orbit method | 10:32:27, August 31 2014 |

projective variety | 10:32:15, August 31 2014 |

Goldman-Millson quasi-abelianity theorem | 10:32:15, August 31 2014 |

tangent sheaf | 10:32:15, August 31 2014 |

abelian differential graded Lie algebra | 10:32:15, August 31 2014 |

Cartan homotopy | 10:32:15, August 31 2014 |

Sandbox | 10:32:13, August 31 2014 |

Wess-Zumino-Witten model | 10:32:03, August 31 2014 |

Wess-Zumino-Witten model | 10:32:03, August 31 2014 |

coset | 10:31:59, August 31 2014 |

spin^c structure | 10:31:55, August 31 2014 |

integral Stiefel-Whitney class | 10:31:55, August 31 2014 |

Bockstein homomorphism | 10:31:55, August 31 2014 |

Bockstein homomorphism | 10:31:55, August 31 2014 |

integral Stiefel-Whitney class | 10:31:55, August 31 2014 |

Bockstein homomorphism | 10:31:55, August 31 2014 |

symplectic gradient | 10:31:54, August 31 2014 |

gradient | 10:31:54, August 31 2014 |

divergence | 10:31:54, August 31 2014 |

curl | 10:31:54, August 31 2014 |

topological index | 10:31:54, August 31 2014 |

Dijkgraaf-Witten theory | 10:31:52, August 31 2014 |

Beilinson–Deligne cup product | 10:31:48, August 31 2014 |

T-Duality and Differential K-Theory | 10:31:48, August 31 2014 |

T-Duality and Differential K-Theory | 10:31:48, August 31 2014 |

T-Duality and Differential K-Theory | 10:31:48, August 31 2014 |

T-Duality and Differential K-Theory | 10:31:48, August 31 2014 |

T-Duality and Differential K-Theory | 10:31:48, August 31 2014 |

- (infinity,n)-module
- abelian differential graded Lie algebra
- Artin ring
- Beilinson–Deligne cup product
- Bockstein homomorphism
- bordism ring
- Calabi-Yau category
- Calabi-Yau variety
- Cartan homotopy
- Chern character
- Chern-Weil theory in Smooth∞Grpd
- circle n-bundle with connection
- Connes fusion
- coset
- curl
- David Ben-Zvi
- descending chain condition
- differential string structure
- Dijkgraaf-Witten theory
- divergence
- Domenico Fiorenza
- Eilenberg-Mac Lane object
- Eilenberg-Mac Lane space
- fiber integration
- fiber sequence
- free loop space object
- From String structures to Spin structures on loop spaces
- Fukaya category
- gauge fixing
- generalized continuity > history
- geometric realization of simplicial topological spaces
- Goldman-Millson quasi-abelianity theorem
- gradient
- group cohomology
- group extension
- Hodge number
- Hodge star operator
- infinity-Chern-Weil theory introduction
- integral Stiefel-Whitney class
- K-theory spectrum
- Kan complex
- L-infinity-algebra
- Lazard ring
- Leinster2010
- Lie algebra
- Lie integration
- Liouville cocycle
- loop space object
- mirror symmetry
- Moore-Seiberg data
- motivation for higher differential geometry
- nonabelian group cohomology
- orbit method
- partially ordered dagger-category
- Poisson n-algebra
- projective representation
- projective variety
- Sandbox
- slant product
- spin^c structure
- String Lie 2-algebra
- SVGsandbox
- symplectic gradient
- T-Duality and Differential K-Theory
- tangent category
- tangent sheaf
- TCFT
- Thom spectrum
- topological index
- Topological Quantum Field Theories from Compact Lie Groups
- transgression
- twisted cohomology
- universal Chern-Simons line 3-bundle
- Weil algebra
- Wess-Zumino-Witten model
- Whitehead tower
- Whitehead tower in an (infinity,1)-topos
- Young diagram
- Čech cohomology