Signs

Positive (+)

Positive numbers are the main purpose of big numbers.

Negative (-)

If we decrease beyond 0, you'll get a negative number. Increasing beyond -0 goes back to a positive number.

Signless

It has no sign, but only happen at zeroids. Example: Signless 0, which is between positives and negatives.

Hypersigns

The only difference that hypersigns worth more than signs with a greater extent.

Triad (𝛶)

Triad signs (𝛶x subscript) are counterparts of negatives (𝛶1). Triad operators (+𝛶x) and positives (𝛶0) are represented.

For absolute values a, b:

• a𝛶x+𝛶xb𝛶x = (a+b)𝛶x

• a𝛶x+𝛶yb𝛶y =

  • (a-b)𝛶x if a > b

  • 0 if a = b

  • (b-a)𝛶y if a < b

• (a𝛶x)𝛶x = +a

• (a𝛶x)𝛶y = a𝛶y

We can extend it with 𝛶abc. a is for 𝛶ab0, b is for 𝛶ab1, and c is absolute value. On sign change by 𝛶abc, the sign changes to 𝛶abc.

Special properties:

• a = b: They don't exist.

• Signless: Only 𝛶_bc don't exist.

Also extended by Signlogic.