plural of fractional freezing

Alternative form of continued fraction

plural of fractional ideal

(algebra, ring theory) Given an integral domain R and its field of fractions K = Frac(R), an R-submodule I of K such that for some nonzero r∈R, rI ⊆ R.

(mathematics) A generalized continued fraction.

(mathematics) A simple continued fraction.

(mathematics) A continued fraction with a sequence of numerators and denominators that repeat indefinitely

(mathematics) A continued fraction were the numerators and denominators can assume arbitrary values.

(mathematics) A continued fraction were all of the numerators are 1.

(mathematics) A continued fraction that goes on forever