Bibliography Entry: MO468125

Author
de Oliveira Santos, Emily
Title
Characterisations of functors $F$ such that $F^*$ or $F_*$ is [property], e.g. faithful, conservative, etc
URL
https://mathoverflow.net/q/468125

@MISC{MO468125,
    AUTHOR = "de Oliveira Santos, Emily",
    TITLE = "Characterisations of functors $F$ such that $F^*$ or $F\_*$ is [property], e.g. faithful, conservative, etc",
    HOWPUBLISHED = "MathOverflow",
    URL = "https://mathoverflow.net/q/468125",
    SHORTHAND = "\texttt{MO 468121}"
}

This item is referenced in 20 tags:

  • in Subsection 9.6.4: Conservative Functors
  • in Question 9.6.4.1.3: Characterisations of Functors With Conservative Pre/Postcomposition
  • in Subsection 9.6.5: Essentially Injective Functors
  • in Question 9.6.5.1.2: Characterisations of Functors With Essentially Injective Pre/Postcomposition
  • in Subsection 9.6.6: Essentially Surjective Functors
  • in Question 9.6.6.1.2: Characterisations of Functors With Essentially Surjective Pre/Postcomposition
  • in Subsection 9.7.1: Dominant Functors
  • in Question 9.7.1.1.3: Characterisations of Functors With Dominant Pre/Postcomposition
  • in Subsection 9.7.2: Monomorphisms of Categories
  • in Question 9.7.2.1.3: Characterisations of Functors With Monic Pre/Postcomposition
  • in Subsection 9.7.3: Epimorphisms of Categories
  • in Question 9.7.3.1.3
  • in Subsection 9.7.5: Pseudoepic Functors
  • in Question 9.7.5.1.5: Characterisations of Functors With Pseudoepic Pre/Postcomposition
  • in Subsection 9.8.5: Functors Representably Full on Cores
  • in Question 9.8.5.1.3: Characterisation of Functors Representably Full on Cores
  • in Subsection 9.8.8: Functors Corepresentably Full on Cores
  • in Question 9.8.8.1.3: Characterisation of Functors Corepresentably Full on Cores
  • in Subsection 12.1.3: List of Open Problems
  • in Remark 12.1.3.1.1: List of Open Problems