Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Normal_function> ?p ?o. }
Showing items 1 to 20 of
20
with 100 items per page.
- Normal_function abstract "In axiomatic set theory, a function f : Ord → Ord is called normal (or a normal function) iff it is continuous (with respect to the order topology) and strictly monotonically increasing. This is equivalent to the following two conditions: For every limit ordinal γ (i.e. γ is neither zero nor a successor), f(γ) = sup {f(ν) : ν < γ}. For all ordinals α < β, f(α) < f(β).".
- Normal_function wikiPageID "404306".
- Normal_function wikiPageRevisionID "500285535".
- Normal_function hasPhotoCollection Normal_function.
- Normal_function subject Category:Ordinal_numbers.
- Normal_function subject Category:Set_theory.
- Normal_function type Abstraction100002137.
- Normal_function type DefiniteQuantity113576101.
- Normal_function type Measure100033615.
- Normal_function type Number113582013.
- Normal_function type OrdinalNumber113597280.
- Normal_function type OrdinalNumbers.
- Normal_function comment "In axiomatic set theory, a function f : Ord → Ord is called normal (or a normal function) iff it is continuous (with respect to the order topology) and strictly monotonically increasing. This is equivalent to the following two conditions: For every limit ordinal γ (i.e. γ is neither zero nor a successor), f(γ) = sup {f(ν) : ν < γ}. For all ordinals α < β, f(α) < f(β).".
- Normal_function label "Normal function".
- Normal_function sameAs m.024755.
- Normal_function sameAs Q7051810.
- Normal_function sameAs Q7051810.
- Normal_function sameAs Normal_function.
- Normal_function wasDerivedFrom Normal_function?oldid=500285535.
- Normal_function isPrimaryTopicOf Normal_function.