What does asymptotic mean?
Asymptotic means (mathematics) Pertaining to values or properties approached at infinity..
/ˌæsɪm(p)ˈtɒtɪk/ · adjective
(mathematics) Pertaining to values or properties approached at infinity..
F. Skof investigated an interesting asymptotic property of the additive functions (see Theorem 2.34). In fact, she proved that a function f : E₁ → E₂ is additive if and only if ‖f(x + y) − f(x) − f(y)‖ → 0 as ‖x‖ + ‖y‖ → ∞, where E₁ is a normed space and E₂ is a Banach space.
More recently, a direction of research initiated by Macpherson and Steinhorn [28] and continued by Elwes [13, 14] and Ryten studies classes of finite structures in which definable sets have a uniform asymptotic behaviour, as the cardinalities of the universes increase.
The asymptotic behavior of a function
Because for some transwomen, femininity can feel asymptotic — the closer you get, the more you feel you can never make it.
Choose a synonym only when it preserves the intended meaning, tone, and grammar of the full sentence.
Asymptotic means (mathematics) Pertaining to values or properties approached at infinity..
Common synonyms include asymptotical.
The opposite depends on the specific sense.
F. Skof investigated an interesting asymptotic property of the additive functions (see Theorem 2.34). In fact, she proved that a function f : E₁ → E₂ is additive if and only if ‖f(x + y) − f(x) − f(y)‖ → 0 as ‖x‖ + ‖y‖ → ∞, where E₁ is a normed space and E₂ is a Banach space.
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