- In mathematics,
tetration (or hyper-4) is an
operation based on iterated, or repeated, exponentiation.
There is no
standard notation for tetration, though...
- is 2
tetrated to the
result of 2
tetrated to the 2.
Since 2
tetrated to the 2 is 4, 2
pentated to the 3 is 2
tetrated to the 4,
which is 2 2 2 2 = 65536...
- In geometry, the
tetrated dodecahedron is a near-miss
Johnson solid. It was
first discovered in 2002 by Alex Doskey. It was then
independently rediscovered...
-
following 26 and
preceding 28. Twenty-seven is the cube of 3, or
three tetrated 2 3 = 3 3 = 3 × 3 × 3 {\displaystyle ^{2}3=3^{3}=3\times 3\times 3} , divisible...
- 12 18 8 Near-miss
Johnson solid Truncated triakis tetrahedron 16 42 28
Tetrated dodecahedron 28 54 28
Uniform star
polyhedron Tetrahemihexahedron 7 12...
- {\displaystyle h=4}
cannot be
reasonably computed as the
constant is
greater than 2
tetrated by 65536, that is, 65536 2 = 2 2 ⋅ ⋅ 2 ⏟ 65536 {\displaystyle {^{65536}2=\...
- {\sqrt {2}}} is also the only real
number other than 1
whose infinite tetrate (i.e.,
infinite exponential tower) is
equal to its square. In
other words:...
-
trapezohedron Szil****i
polyhedron Tetradecahedron Tetradyakis hexahedron Tetrated dodecahedron Triangular bifrustum Triaugmented triangular prism Truncated...
- 9 (3.5.3.5) 12 (3.3.5.5) 27 51 26 14 12 D3h, [3,2]
order 12
Tetrated dodecahedron 4 (5.5.5) 12 (3.5.3.5) 12 (3.3.5.5) 28 54 28 16 12 ...
- 6, 3.5.3.6, 3.3.3.3.5, with the last
shared in the snub dodecahedron.
Tetrated dodecahedron has
tetrahedral symmetry Near
Misses based on dodecahedra...
