-
differential equations including a time evolution. The
special case of
exponentiating the
derivative operator to a non-integer
power is
called the fractional...
- In statistics, the
exponentiated Weibull family of
probability distributions was
introduced by
Mudholkar and
Srivastava (1993) as an
extension of the...
- In
mathematics and
computer programming,
exponentiating by
squaring is a
general method for fast com****tion of
large positive integer powers of a number...
-
prefixes creates multiples and submultiples; however, as the unit is
exponentiated, the
quantities grow
exponentially by the
corresponding power of 10...
- ( cos x + i sin x ) . {\displaystyle ix=\ln(\cos x+i\sin x).}
Exponentiating this
equation yields Euler's formula. Note that the
logarithmic statement...
- of Po****tion. Note that the two
kinds of
progression are related:
exponentiating each term of an
arithmetic progression yields a
geometric progression...
-
general form V=kCR0.63S0.54{\displaystyle V=k\,C\,R^{0.63}\,S^{0.54}} and
exponentiating each side by 1/0.54
gives (rounding
exponents to 3–4 decimals) V1.852=k1...
- {p(x)}{1-p(x)}}\right)=\beta _{0}+\beta _{1}x,} and equivalently,
after exponentiating both
sides we have the odds: p ( x ) 1 − p ( x ) = e β 0 + β 1 x . {\displaystyle...
- List of
mathematical contexts in
which exponentiated terms are summed...
- n!=\sum _{x=1}^{n}\ln x\approx \int _{1}^{n}\ln x\,dx=n\ln n-n+1.}
Exponentiating the
result (and
ignoring the
negligible + 1 {\displaystyle +1} term)...
