About: Factorexation   Sponge Permalink

An Entity of Type : owl:Thing, within Data Space : 134.155.108.49:8890 associated with source dataset(s)

Factorexation refers to the operation \(n\,\backslash\) (pronounced "\(n\) factorexated"), defined as \[n\,\backslash = n!^{n!} = n! \uparrow\uparrow 2.\] The term was coined by a Googology Wiki user under the alias of "SpongeTechX." Iterated factorexation is written with multiple backslashes, e.g. \(n\,\backslash\backslash\backslash\). It can also be abbreviated \(n\,\backslash^k\) when there are \(k\) iterations. This function can be recursively defined as follows: \(n\backslash^0=n\) and \(n\backslash^{k+1}=(n\backslash^k)!^{(n\backslash^k)!}\)

AttributesValues
rdfs:label
  • Factorexation
rdfs:comment
  • Factorexation refers to the operation \(n\,\backslash\) (pronounced "\(n\) factorexated"), defined as \[n\,\backslash = n!^{n!} = n! \uparrow\uparrow 2.\] The term was coined by a Googology Wiki user under the alias of "SpongeTechX." Iterated factorexation is written with multiple backslashes, e.g. \(n\,\backslash\backslash\backslash\). It can also be abbreviated \(n\,\backslash^k\) when there are \(k\) iterations. This function can be recursively defined as follows: \(n\backslash^0=n\) and \(n\backslash^{k+1}=(n\backslash^k)!^{(n\backslash^k)!}\)
dcterms:subject
dbkwik:googology/p...iPageUsesTemplate
abstract
  • Factorexation refers to the operation \(n\,\backslash\) (pronounced "\(n\) factorexated"), defined as \[n\,\backslash = n!^{n!} = n! \uparrow\uparrow 2.\] The term was coined by a Googology Wiki user under the alias of "SpongeTechX." Iterated factorexation is written with multiple backslashes, e.g. \(n\,\backslash\backslash\backslash\). It can also be abbreviated \(n\,\backslash^k\) when there are \(k\) iterations. This function can be recursively defined as follows: \(n\backslash^0=n\) and \(n\backslash^{k+1}=(n\backslash^k)!^{(n\backslash^k)!}\)
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