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Fungrim entry: eda1e3

Symbol: AGMSequence agmn ⁣(a,b)\operatorname{agm}_{n}\!\left(a, b\right) Convergents in AGM iteration
Represents the tuple (an,bn)\left(a_{n}, b_{n}\right) giving the nn -th values in the arithmetic-geometric mean iteration with initial values (a0,b0)=(a,b)\left(a_{0}, b_{0}\right) = \left(a, b\right).
Definitions:
Fungrim symbol Notation Short description
AGMSequenceagmn ⁣(a,b)\operatorname{agm}_{n}\!\left(a, b\right) Convergents in AGM iteration
Source code for this entry:
Entry(ID("eda1e3"),
    SymbolDefinition(AGMSequence, AGMSequence(n, a, b), "Convergents in AGM iteration"),
    Description("Represents the tuple", Tuple(a_(n), b_(n)), "giving the", n, "-th values in the arithmetic-geometric mean iteration with initial values", Equal(Tuple(a_(0), b_(0)), Tuple(a, b)), "."))

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2021-03-15 19:12:00.328586 UTC