Contenido 3

A dupertyon is a megagoogolfan tetrated to i which is the imaginary constant. The term was coined by the user M3gaEsc3ger.

Approximations

The dupertyon can't be written on standard notation, due to including the imaginary constant.

Sources

https://sites.google.com/view/dosserposts/contenido-3

https://sites.google.com/view/miterskyark-notation-functions/home

PE[n] Function is an ill-defined logic-based function devised by M3gaEsc3ger.

Definition

PE[1] > Utter Oblivion : PE[1] < Sam Function 

PE[2] is uncomputable and can't be expressed on fast growing hierarchy.

PE[2] exclusion from Fast Growing Hierarchy suggests it leverages non-recursive ordinals or inaccessible cardinals, which Fast Growing Hierarchy cannot formalize without extensions like Ordinal Collapsing Function.

Examples

If PE[1] is greater than Utter Oblivion[2], then it is greater than Fish Number 7[6]

If PE[2] is greater than PE[1], then it is greater than most popular uncomputable[1] numbers.

{{personal website}}

An hypergag is a prefix based on gag. The term was coined by the user M3gaEsc3ger. Not to be confused with gag or knaceredman.

The Knackeredold, or hypergag for short, is a function defined as hgag[n] = gag[n]^n, where gag[n] is reiterated n times.

List of Hypergags

Hypergaggoogol: hgag(10^100) 

Hypergaggoogolplex: hgag(10^10^100)

Hypergagmillion: hgag(10^6)

Sources

https://sites.google.com/view/dosserposts/contenido-3 [RETRIEVED DATE: 01/10/2025]

https://sites.google.com/site/pointlesslargenumberstuff/home/2/prefixesandsuffixes [RETRIEVED DATE: 19/11/2022]

https://wiki.c2.com/?ReallyBigNumbers [RETRIEVED DATE: April 2001]

Aarons' Exponential Growing Notation (AEGN) is a dynamic notation for colossal numbers devised by the user M3gaEsc3ger,  similar to fast growing hierarchy, fut grows much faster. It is a well defined notation that requires phi fast growing hierarchy and defines colossal numbers.

Definition

• Gammacube: GCB{a,b} = fgammanought^a{b}, uses fast growing hierarchy and gamma nought ordinal.

• Ultracube: UC{a,b,c} = PHIab{c}, uses phi fast growing hierarchy.

• Ultrapyraminx: UP{a,b,c} = UC{UC{a},UC{b},UC{c}}, uses reiterated Ultracube.

• Ultrahexaminx: UH{a,b,c} = UP{UP{a},UP{b},UP{c}}, uses reiterated Ultrapyraminx.

Examples

• Gammacubegoogol: GCB{10^100,10^100} which is much greater than a greagol.

• Ultracubegoogol: UC{10^100, 10^100, 10^100}

• Ultrapyraminxgoogol: UP{10^100, 10^100, 10^100}

• Ultrahexaminxgoogol: UH{10^100, 10^100, 10^100}

• Ultrahexaminxgoogolplex: UH{10^10^100, 10^10^100, 10^10^100}

Numbers within an AEGN operation always have a prefix. 

Sources

sites.google.com/view/dosserposts/contenido-3

• Gammacubegoogol: GCB{10^100,10^100} which is much greater than a greagol.

• Ultracubegoogol: UC{10^100, 10^100, 10^100}

• Ultrapyraminxgoogol: UP{10^100, 10^100, 10^100}

• Ultrahexaminxgoogol: UH{10^100, 10^100, 10^100}

• Ultrahexaminxgoogolplex: UH{10^10^100, 10^10^100, 10^10^100}

• Ultrahexaminxgoogoltriplex: UH{10^10^10^100, 10^10^10^100, 10^10^10^100}

• Ultrahexaminxgaggol: UH{E1#1#100}

• Ultrahexaminxgreagol: UH{E100#100#100, E100#100#100, E100#100#100, } 

• Ultrahexaminxgraham: UH{G64, G64, G64}

The Monstro Function was devised by the fandom user M3gaEsc3ger, on an attempt to recreate Rayo's Number as a prime number using phi function, its representated with the function MNST[x, y].

Formal definition

1. Fix an ordinal index in the fast growing hierarchy and consider it's corresponding x,y phi function.
   
   

2. Take the real set of all prime numbers.
   
   

3. Define the largest computable prime at that level as the greatest prime not exceeding the value of the x, y phi function.