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Hello everyone, I am back, and I've decided to make a notation that makes more sense. I might not use this, or make it an official page, but it is just an idea.

C Notation is a factorial notation for large numbers created by user SpongeTechX. 

Rules

  • Basic notation will be written as C(a,b,c).
  • Entry a represents the number order of the operation.
    • 0 = Adding
    • 1 = Multiplying
    • 2 = Exponentiating
    • 3 = Tetrating
    • etc.
  • Entry b represents the number being used. For example,
    • Adding = b + b2 + b3...
    • Multiplying = b * b^2 * b^3...
    • Exponentiating = b ^ 2b ^ 3b...
    • etc.
  • Entry c represents the number of times you add, multiply, and etc. the number being used. (entry b)
  • As you can see in entry b, the second number will be twice the operation being used. For example,
    • n + n2 is correct.
    • n + (n + 2) is incorrect.
    • n * n^2 is correct.
    • n * n2 is incorrect.

Examples

  • An example of a correct notation would be C(0,4,4). It would look like:
    • 4 + 8 + 12 + 16 = C(0,4,4) because 4 + (4*2) + (4*3) + (4*4) and b + (b*2) + (b*3)...
    • As said in the rules, entry c is 4 because in 4 + 8 + 12 + 16, there are 4 numbers, and entry a is 0 because we are adding them.

Number Table

Number Notation
4 C(1,1,1)
8 C(2,2,2)
C-tri C(3,3,3)
C-quad C(4,4,4)
C-quinti C(5,5,5)
C-C-tri C((C-tri),(C-tri),(C-tri))
C-C-C-tri C((C-C-tri),(C-C-tri),(C-C-tri))
Quadzonotri C((C-C-C-tri),(C-C-C-tri),(C-C-C-tri))
Quintizonotri C((Quadzonotri),(Quadzonotri),(Quadzonotri))

This is a work in progress.

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