Difference between revisions of "Universal component"
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=The notion of Limit= | =The notion of Limit= | ||
In [[Category Theory]], the notion of [[limit]] is a topological construct that is used to generate or model many other kinds of data or structural content. | In [[Category Theory]], the notion of [[limit]] is a topological construct that is used to generate or model many other kinds of data or structural content. | ||
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==Related Pages== | ==Related Pages== | ||
*[[Definition::Universal Component]] | |||
*[[Definition::Universality]] | *[[Definition::Universality]] | ||
*[[Definition::Monad]] | |||
*[[Logically related::Data]] | |||
*[[Logically related::Tensor]] | |||
[[Category:Process]] | |||
[[Category:Measurement]] | |||
[[Category:Proportion]] | |||
[[Category:Scale]] | |||
[[Category:Scale-free]] | |||
[[Category:Symmetry]] | |||
[[Category:Invariance]] | |||
[[Category:Assessment]] | |||
[[Category:Verification]] | |||
[[Category:Validation]] | |||
[[Category:Motivation]] | |||
[[Category:Category Theory]] | |||
</noinclude> | </noinclude> | ||
Revision as of 06:46, 3 September 2021
Universal component is the fact that all functions can be composed using a specific kind of primitive function, such as the Nand or Nor logic gates. This article:Universal Logic Gates[1] by David Knight, elaborates the reasoning.
The notion of Limit
In Category Theory, the notion of limit is a topological construct that is used to generate or model many other kinds of data or structural content.
References
- ↑ Knight, David (November 6, 2015). "Universal Logic Gates". All About Circuits.