Pika kid10’s Array Notation long analysis (Pika kid10)
- 1 Pika_kid10’s Array Notation
- 2 Basic Array Notation
- 3 Nested Array Notation
- 4 Linear Array Notation
made by Pika_kid10 with help from Solarzone
Copy/Paste bank for PC:
ω
ε
ζ
η
φ
Γ
ψ
Ω
{0} = 1{0}{0} = 2
{0}{0}{0} = 3
{0}{0}{0}{0} = 4
{0}{0}{0}{0}{0} = 5
{0}{1} = ω
{0}{1}{0} = ω+1
{0}{1}{0}{0} = ω+2
{0}{1}{0}{0}{0} = ω+3
{0}{1}{0}{0}{0}{0} = ω+4
{0}{1}{0}{1} = ω*2
{0}{1}{0}{1}{0} = ω*2+1
{0}{1}{0}{1}{0}{0} = ω*2+2
{0}{1}{0}{1}{0}{0}{0} = ω*2+3
{0}{1}{0}{1}{0}{1} = ω*3
{0}{1}{0}{1}{0}{1}{0} = ω*3+1
{0}{1}{0}{1}{0}{1}{0}{0} = ω*3+2
{0}{1}{0}{1}{0}{1}{0}{1} = ω*4
{0}{1}{0}{1}{0}{1}{0}{1}{0}{1} = ω*5
{0}{1}{1} = ω^2
{0}{1}{1}{0} = ω^2+1
{0}{1}{1}{0}{0} = ω^2+2
{0}{1}{1}{0}{0}{0} = ω^2+3
{0}{1}{1}{0}{1} = ω^2+ω
{0}{1}{1}{0}{1}{0} = ω^2+ω+1
{0}{1}{1}{0}{1}{0}{1} = ω^2+ω*2
{0}{1}{1}{0}{1}{…
PlanetN9ne's naming scheme (PlanetN9ne)
dyad = X
dyadone = X+1
dyadtwo = X+2
tudyad = 2X
thredyad = 3X
fordyad = 4X
fivdyad = 5X
sixdyad = 6X
sevdyad = 7X
eidyad = 8X
nindyad = 9X
tendyad = 10X
square = X^2
squaredyad = X^2+X
squaredyadone = X^2+X+1
tusquare = 2X^2
cube = X^3
tes = X^4
pent = X^5
ax = X^6
hept = X^7
octo = X^8
enne = X^9
deker = X^10
tope = X^X
dyadtope = X^(X+1)
squaretope = X^(X+2)
distope = X^2X
tristope = X^3X
supersquare = X^X^2
dyadsupersquare = X^(X^2+1)
topesupersquare = X^(X^2+X)
disupersquare = X^(2*X^2)
supercube = X^X^3
trimentope = X^X^X
dyadtrimentope = X^(X^X+1)
distrimentope = X^(2*X^X)
supertopetrimentope = X^X^(X+1)
superdistrimentope = X^X^2X
trimensquare = X^X^X^2
quadramentope = X^X^X^X
supertopequadramentope = X^X^(X^X+1)
superdisquadramentope = X^X^(2*X^X)
trimentopequadramentope =…
P() notation (unknown author)
A new thing I made
[$]:[a] = #[e($,a)]:[a]
e(m,a) = m-1 if m is integer
e(#0,a) = #
e(#[0],a) = #a
e(#&0,a) = #
e(%0 !/0[0] $#,a) = %[%[...%a !/0[0] e($,a)#...]e($,a)#]e($,a)#
e(%0&$#,a) = %a f(&,a) e($,a)#
e(b/#,a) = b-1/#
e(#[#m],a) = #[#m-1][#m-1]...[#m-1] if m is integer
e(#[$],a) = #[e($,a)]
f(!/0[0],a) = !
f(!/$[0],a) =
!/[%0 !/_$[0] $#][0] = !/[%/_([%/_(...[% a !/_$[0] e($,a)#]...)[0] a !/_$[0] e($,a)#])[0] a !/_$[0] e($,a)#][0]
f(!/$[$],a) = !/$[e($,a)]/$[e($,a)]/$[e($,a)]... if $[0] ≠ 0
f(!/$[$],a) = !/$[e($,a)] if $[0] = 0
f(!/$[%0 !/0[0] $#],a) = !/$[%[%[...%a !/0[0] e($,a)#...]e($,a)#]e($,a)#]
f(!/$[%0 !/$[0] $#],a) = !/$[%/e($,a)[%/e($,a)[...%a !/$[0] e($,a)#...]e($,a)#]e($,a)#]
f(!/$[%0 & $#],a) = !/$[%a f(&,a) e($,a)#]
/ is an abbreviation for…
QUESTION MARK NOTATION v2 (Polymations)
After all this time, I’ve finally decided I’m going to try and remake QMN because the original seems ill-defined, and even if it isn’t, it’s probably way weaker than I expected. Also, the definitions will be written in text instead of equations, until there is a point that I need to use something like subscripts, superscripts, etc. V1: Question Marks Notation
Question mark notation is a notation made by me to express big numbers. It is also made to fix the problem in BEAF that {2,n,1,2} = 4 because 2{2{...}2}2 = 4. I want to make this notation so that an expression with {2,2} is 4 but an expression with {2,3} is way way larger. The special trait of this notation is that if you simplify it all the way down, the final result will simplify dow…