2607:F140:400:A004:811:7003:27F8:AAAE: /* Holonomic functions and sequences in one variable */

2014-01-04T19:18:03Z

Holonomic functions and sequences in one variable

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In [[topology]] and related areas of [[mathematics]], a [[topological space]] <math>X</math> is a '''nodec space''' if every [[nowhere dense]] [[subset]] of <math>X</math> is [[Closed set|closed]]. This concept was introduced and studied by {{harvtxt|van Douwen|1993}}.

==References==
*{{citation|last=van Douwen|first=E. K.|authorlink=Eric van Douwen|title=Applications of maximal topologies|journal=Topology and its Applications|volume=51|issue=2|year=1993|pages=125–139|id={{MathSciNet|1229708}}|doi=10.1016/0166-8641(93)90145-4}}.

[[Category:General topology]]

{{topology-stub}}

Holonomic function - Revision history

2607:F140:400:A004:811:7003:27F8:AAAE: /* Holonomic functions and sequences in one variable */