-
fractions within fractions (
complex fractions) or
within exponents to
increase legibility.
Fractions written this way, also
known as
piece fractions,...
-
number theory,
these are
called generalized continued fraction. From the
perspective of
complex analysis or
numerical analysis, however, they are just...
- In algebra, the
partial fraction decomposition or
partial fraction expansion of a
rational fraction (that is, a
fraction such that the
numerator and the...
-
algebraic fraction. A
complex fraction is a
fraction whose numerator or denominator, or both,
contains a
fraction. A
simple fraction contains no
fraction either...
- In
complex analysis, a
partial fraction expansion is a way of
writing a
meromorphic function f ( z ) {\displaystyle f(z)} as an
infinite sum of rational...
-
fractions with
complex elements.
Lucas sequence Methods of
computing square roots Pell's
equation H. S. Wall,
Analytic Theory of
Continued Fractions,...
- In
complex analysis, Gauss's
continued fraction is a
particular class of
continued fractions derived from
hypergeometric functions. It was one of the...
-
continued fractions with
complex elements.
Euler derived the
formula as
connecting a
finite sum of
products with a
finite continued fraction. a 0 ( 1 +...
- decimal-
fraction approximations to pi or the
square root of 2.[citation needed] Similarly,
Babylonian math
texts used ****agesimal (base 60)
fractions with...
-
function is any
function that can be
defined by a
rational fraction,
which is an
algebraic fraction such that both the
numerator and the
denominator are polynomials...
