Skip to main content
broken link fixed
Source Link
Glorfindel
  • 2.8k
  • 6
  • 28
  • 38

It is possible to give the collection of ideals a weaker structure than a topology, such as the structure of a quantale. This is a generalisation of a locale, which is a form of topology without points.

See http://planetmath.org/encyclopedia/Quantale.htmlLink for a proof about the quantale of ideals.

It is possible to give the collection of ideals a weaker structure than a topology, such as the structure of a quantale. This is a generalisation of a locale, which is a form of topology without points.

See http://planetmath.org/encyclopedia/Quantale.html for a proof about the quantale of ideals.

It is possible to give the collection of ideals a weaker structure than a topology, such as the structure of a quantale. This is a generalisation of a locale, which is a form of topology without points.

See Link for a proof about the quantale of ideals.

Source Link
J Williams
  • 1.3k
  • 1
  • 11
  • 13

It is possible to give the collection of ideals a weaker structure than a topology, such as the structure of a quantale. This is a generalisation of a locale, which is a form of topology without points.

See http://planetmath.org/encyclopedia/Quantale.html for a proof about the quantale of ideals.