nLab
inbound citations

This page aims to collect citations of entries on the $n$Lab or on the nCafe from other media, such as from research articles.

citations of $n$Lab entries

• John Baez, Alex Hoffnung, Christopher Walker?, Higher-Dimensional Algebra VII: Groupoidification (arXiv)

  cites:

  • span trace

• John Baez, Aaron Lauda, A prehistory of $n$-categorical physics (arXiv)

  cites:

  • Trimble n-category

  • Towards Higher Categories

• David Roberts, Fundamental Bigroupoids and 2-Covering Spaces (PhD thesis, nLab page)

  cites:

  • Trimble n-category

  • covering space

citations of $n$Café entries

• Andrew Stacey, Comparative Smootheology (arXiv)

  cites:

  • Comparative Smootheology

• Tom Leinster and Simon Willerton, On the asymptotic magnitude of subsets of Euclidean space (arXiv)

  cites:

  • Metric spaces

• Paolo Bertozzini?, Roberto Conti? and Wicharn Lewkeeratiyutkul?, Non-Commutative Geometry, Categories and Quantum Physics (arXiv)

  cites:

  • Urs Schreiber, Connes on Spectral Geometry of the Standard Model, II

• Paolo Bertozzini?, Roberto Conti? and Wicharn Lewkeeratiyutkul?, A Horizontal Categorification of Gel’fand Duality (arXiv)

  cites:

  • John Baez, Infinitely Categorified Calculus (This entry is actually called “Ringoids”)

• Marek Zawadowski?, Multitopes are the same as principal ordered face structures (arXiv)

  cites:

  • Tom Leinster, How I learned to Love the Nerve Functor

• Tobias Fritz?, Convex Spaces I: Definitions and Examples (arXiv)

  cites:

  • Tom Leinster, Entropy, Diversity and Cardinality (Part 1)

• Ulrich Fahrenberg? and Martin Raussen?, Reparametrizations of Continuous Paths (arXiv)

  cites:

  • John Baez and Urs Schreiber, n-transport theory

citations of documents presented at entries

The following citations do not explicitly mention the $n$Lab or the $n$Café entries, but do point to documents which were presented at and linked to from entries at the $n$Lab and/or the $n$café.

• Bruce Bartlett, On unitary 2-representations of finite groups and topological quantum field theory (arXiv)

  cites:

  • Transgression of $n$-Transport and $n$-Connections (pdf)

    presented at:

    • Transgression of n-Transport and n-Connections

• Urs Schreiber, AQFT from n-functorial QFT (arXiv journal)

  cites:

  • Urs Schreiber, The canonical 2-representation (pdf)

    presented at

    • Some Conferences

    • 2-Vectors in Trondheim