Moved

The googology content on this website has since been moved to my GitHub Pages website.

Zillion Notation Numbers (a.k.a. Extended Tier 4 to 6 -illions V2)

My perpetually incomplete list of numbers defined in Zillion Notation. Tier 1 Name Value Etymology million z(1, 1) Bowers’ zillions (extension by Sbiis Saibian) billion z(2, 1) Bowers’ zillions (extension by Sbiis Saibian) trillion z(3, 1) Bowers’ zillions (extension by Sbiis Saibian) quadrillion z(4, 1) Bowers’ zillions (extension by Sbiis Saibian) quintillion z(5, 1) Bowers’

Zillion Notation

Zillion Notation (ZN) is a BEAF-like notation useful for coining zillions similar to the ones of Jonathan Bowers. It is my secondary notation. Out of the many notations developed by me, it is the only well-defined one and the only one which has not been abandoned aside from Fast array notation. Definition Let @ represent any

Fast array notation numbers

Numbers I defined in fast array notation. Basic series Goozol = 10<0>100 Goozolzex = 10<0>goozol Goozolduzex = 10<0>goozolzex Goozoltrizex = 10<0>goozolduzex Goozolquadrizex = 10<0>goozoltrizex Goozolquintizex = 10<0>goozolquadrizex Goozolsextizex = 10<0>goozolquintizex Goozolseptizex = 10<0>goozolsextizex Goozoloctizex = 10<0>goozolseptizex Goozolnonizex = 10<0>goozoloctizex Goozoldecizex = 10<0>goozolnonizex Googol = 10<1>100 Googolzex = 10<0>googol Googolduzex = 10<0>googolzex Googoltrizex = 10<0>googolduzex Googolquadrizex

Basic array notation

Basic array notation (BAN) is the first part of fast array notation. A valid expression in BAN is of the form a<c>b, where a and c are non-negative integers and b is a positive integer. It has the following rules: a<0>b = a*b a<c>1 = a a<c>b = a<c-1>(a<c>(b-1)) if b>1 and c>0 If there are

Fast array notation

A notation for large numbers I made. The notation is currently composed of 1 part, which is as follows: Basic array notation For number names, click here. I have abandoned all of my previous notations as they all have serious issues.

Chapters

Covers functions and naming schemes at a given level. 1 (Hyper-operators and equivalent functions) 1.1 (Exponentiation) 1.2 (Tetration) 1.3 (Strong hyper-operators) 1.4 (Weak hyper-operators)

MEGA NUMBERS LIST

This is a list of big numbers. Click below for individual sections. Part 0 (negative numbers) Part 1 (0 – 10) Part 2 (10 – 1000)

Exploding Alphabet Notation

Exploding alphabet notation is the second part of alphabet notation. Note that I am using capital letters to represent variables, and small letters to mean the actual letters. Definition First, we need a definition. The expressions in this notation are of this form: (ABCDEFGHIJKLMN…) Here the “ABCDEFGHIJKLMN…” is a finite sequence of zero or more

Numbers from alphabet notation

This is a list of my Alphabet notation numbers. Basic series Yankee = (y) = 33554432 Zebra = (z) = 67108864 Yankeedeus = (yy) = 28430288029929701376 Zebra-with-yankee = (zy) = 56860576059859402752 Yankee-with-zebra = (yz) = 85290864089789104128 Zebradeus = (zz) = 170581728179578208256 Yankeetruce = (yyy) ≈ 8.47288609 x 1036 Yankeedeus-with-zebra = (yyz) ≈ 4.23644305 x 1037