About: -ag   Sponge Permalink

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

The -ag notation is a generalized form of the gag and mag functions by the googologist André Joyce. Joyce defined \(\mathrm{bag}(n) = \mathrm{mag}^n(n)\), \(\mathrm{trag}(n) = \mathrm{bag}^n(n)\), \(\mathrm{quadrag}(n) = \mathrm{trag}^n(n)\), etc., in accordance to the -illion series. -ag forms a fast iteration hierarchy with \(f_0(n) = A(n, n)\).

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  • -ag
rdfs:comment
  • The -ag notation is a generalized form of the gag and mag functions by the googologist André Joyce. Joyce defined \(\mathrm{bag}(n) = \mathrm{mag}^n(n)\), \(\mathrm{trag}(n) = \mathrm{bag}^n(n)\), \(\mathrm{quadrag}(n) = \mathrm{trag}^n(n)\), etc., in accordance to the -illion series. -ag forms a fast iteration hierarchy with \(f_0(n) = A(n, n)\).
dcterms:subject
abstract
  • The -ag notation is a generalized form of the gag and mag functions by the googologist André Joyce. Joyce defined \(\mathrm{bag}(n) = \mathrm{mag}^n(n)\), \(\mathrm{trag}(n) = \mathrm{bag}^n(n)\), \(\mathrm{quadrag}(n) = \mathrm{trag}^n(n)\), etc., in accordance to the -illion series. -ag forms a fast iteration hierarchy with \(f_0(n) = A(n, n)\).
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