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In the domain of human beings, for example, "the mother of —" is a monadic function (a function of one argument), since for every human being there is a unique individual who is his mother; and in the domain of the natural numbers (i.e., 0, 1, 2, …), "the sum of — and —" is a function of two arguments, since for any pair of natural numbers there is a natural number that is their sum.
Notice that ƒ(n)(x) is a function of two arguments, n and x.
K is a function of two arguments, whereas I is a function of one argument.
The first equation is the same as (3.7) except that now Z A is a function of two arguments.
Frege also supposed that when a binary function ƒ (i.e., a function of two arguments) always maps the arguments x and y to a truth value, ƒ is a relation.
There, utility U i is a function of only one argument P i and increases monotonically with P i ; but with risk, expected utility is a function of two arguments E[P i ] and Var[P i ] and is concave.
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According to this theory each component is representable as a function of three arguments: the factor set selectively influencing it, a component-specific source of randomness, and a source of randomness shared by all the components.
Put differently, labor market well-being is a function of four arguments – employment opportunities, worker's earnings, protection against earnings loss, and respect for core labor standards – and is increasing in each of these arguments.
These figures 4 and 5 and supplementary tables S1 and S2, Supplementary Material online, demonstrate intricacies in variations of πs as a function of six arguments: πs = πs(N, μ, r, h, α, D).
Thus [+x] is the function of one argument which adds x to any number.
Viewing a function of several arguments as a function of one argument is often called "currying" (with the other direction termed "uncurrying").
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com