Difference between revisions of "Video/What is...a complete category?"

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{{cite book
{{cite book
  |editor=VisualMath
  |first=Daniel
|last=Tubbenhauer
|author-link=Daniel Tubbenhauer
  |date=Jan 19, 2022
  |date=Jan 19, 2022
  |title=What is...a complete category?
  |title=What is...a complete category?
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<noinclude>
<noinclude>
{{#ev:youtube
{{#widget:YouTube
|173TAKqOuVY
|id=173TAKqOuVY
|width=640
}}
}}
==Description==
==Description==
This video explicitly talked about Completeness = Having Limit. This is a very insightful way of linking the idea of categorical completeness with topological properties.
This video explicitly talked about Completeness = Having Limit. This is a very insightful way of linking the idea of categorical completeness with topological properties.


=References=
{{PagePostfix
<references/>
|category_csd=Completenes,Meta Mathematics,Category Theory
==Related Pages==
|semantic_labels=Organized by:[[Organized by::VisualMath]] Presented by:[[Presented by::Daniel Tubbenhauer]]
[[Category:Category Theory]]
}}
</noinclude>
</noinclude>

Latest revision as of 00:54, 10 September 2022

Tubbenhauer, Daniel (Jan 19, 2022). What is...a complete category?. local page: VisualMath. 


Description

This video explicitly talked about Completeness = Having Limit. This is a very insightful way of linking the idea of categorical completeness with topological properties.

References


Related Pages

Organized by:VisualMath Presented by:Daniel Tubbenhauer