enimmäiset
Enimmäiset is the Finnish term for maximum values, referring to the greatest values that a function, sequence, or data set attains on its domain. In mathematics, they are called maxima, with distinctions between global (or absolute) maxima and local (or relative) maxima.
A global maximum of a function f on a domain D is a point x0 in D
Existence is not guaranteed. A function can be unbounded on its domain and thus have no maximum,
Examples help illustrate the ideas: f(x) = -x^2 on the real numbers has a global maximum at x
In multiple variables and constrained problems, maxima are found using methods such as calculus of several