Post by Admin on Jun 5, 2014 17:22:48 GMT
I created the psi function to simply the expression of the different dimensional separators (i.e. (1) ((3)) {3} {{{6}}} )
And I chose the greek letter Psi because I think it looks the coolest out of all of the Greek Letters
Ψ(a,b,c)
The Psi function has 3 arguments, the first one "a" represents the order of the separator
the second argument represents how many separators are nested in one another
and finally, the third argument represents the number inside the separator
if there are successive dimensional separators, (i.e. [a,b (1)(2)(3)(4) c,d]HC) the Psi function can be written as such
Ψ(1,1,1)(1,1,2)(1,1,3)(1,1,4)
Example
Ψ(3,2,1)=||1||
Ψ(2,4,8)={{{{8}}}}
And I chose the greek letter Psi because I think it looks the coolest out of all of the Greek Letters
Ψ(a,b,c)
The Psi function has 3 arguments, the first one "a" represents the order of the separator
- 1=( )
- 2={ }
- 3=| |
the second argument represents how many separators are nested in one another
- 1=( )
- 2=(( ))
- 3=((( )))
and finally, the third argument represents the number inside the separator
- 1=(1)
- 2=(2)
- 3=(3)
if there are successive dimensional separators, (i.e. [a,b (1)(2)(3)(4) c,d]HC) the Psi function can be written as such
Ψ(1,1,1)(1,1,2)(1,1,3)(1,1,4)
Example
Ψ(3,2,1)=||1||
Ψ(2,4,8)={{{{8}}}}