User blog comment:Eners49/The secret 0th hyper-operator?/@comment-31966679-20180731083920

I have an idea for negative hyperoperators:

-1: substraction

-2: Division

-3: log/root

-4: superlog/superroot And so on..

For -3 and below we can make this. lvl_x(-3, y, z) would be log_y(z) if x = 1, and yth root of z if x = 0 You can apply this to -4, -5, -6, etc.

The reason why we don’t have to do this lvl_x thing to -1 and -2 is because the first and second hyperoperator (addition and multiplication) has the commutive property.

Sorry for all the typos and auto-corrects in this comment, as I had less than a minute to write this.