- In mathematics,
exponentiation is an
operation involving two numbers: the base and the
exponent or power.
Exponentiation is
written as bn,
where b is the...
- are
commonly referred to as square-and-multiply
algorithms or
binary exponentiation.
These can be of
quite general use, for
example in
modular arithmetic...
- In
exponentiation, the base is the
number b in an
expression of the form bn. The
number n is
called the
exponent and the
expression is
known formally as...
-
Modular exponentiation is
exponentiation performed over a modulus. It is
useful in
computer science,
especially in the
field of public-key cryptography...
-
mathematics and
computer science,
optimal addition-chain
exponentiation is a
method of
exponentiation by a
positive integer power that
requires a
minimal number...
- a
property of
exponentiation that (ab)c = abc, so it's
unnecessary to use
serial exponentiation for this. However, when
exponentiation is represented...
-
tetration (or hyper-4) is an
operation based on iterated, or repeated,
exponentiation.
There is no
standard notation for tetration,
though Knuth's up arrow...
-
inequality (named
after Jacob Bernoulli) is an
inequality that
approximates exponentiations of 1 + x {\displaystyle 1+x} . It is
often emplo**** in real analysis...
- if μ ≤ π. It will be
unique (and
equal to π) if and only if μ < π.
Exponentiation is
given by | X | | Y | = | X Y | , {\displaystyle |X|^{|Y|}=\left|X^{Y}\right|...
-
usual operations on
ordinal numbers: addition, multiplication, and
exponentiation. Each can be
defined in
essentially two
different ways:
either by constructing...
