extremum - traduzione in russo
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extremum - traduzione in russo

LARGEST AND SMALLEST VALUE TAKEN BY A FUNCTION IN A GIVEN RANGE
Relative extrema; Extreme value; Maximum; Minimum; Local minimum; Global minimum; Local maximum; Global maximum; Local minima; Local extremum; Extremum; Global optimum; Absolute extremum; Maximum point; Minimum point; Global extremum; Globally optimal; Minima and maxima; Maximize; Minima; Local extrema; Local maxima; Absolute extreme; Extreme record; Maximum (mathematics); Relative maximum; Relative Maxima; Maxima & minima; Min and max; Max and min; Minimum (mathematics); Miminum; Maximums and minimums; Strict maximum; Strict minimum; Global extrema; Global minimum point; Global maximum point; Extrema (mathematics); Extrema of a function; Maximum value; Maxima and minima
  • Local and global maxima and minima for cos(3π''x'')/''x'', 0.1≤'' x ''≤1.1
  • Counterexample: The red dot shows a local minimum that is not a global minimum
  • The global maximum is the point at the top
  • [[Peano surface]], a counterexample to some criteria of local maxima of the 19th century

extremum         

[ik'stri:məm]

общая лексика

экстремум

математика

экстремальный

существительное

математика

экстремум (максимум или минимум)

extremum         
экстремум (максимум или минимум)
absolute extremum         

математика

абсолютный экстремум

Definizione

extremum
[?k'stri:m?m, ?k-]
¦ noun (plural extremums or extrema) Mathematics the maximum or minimum value of a function.
Origin
early 20th cent.: from L., neut. of extremus (see extreme).

Wikipedia

Maximum and minimum

In mathematical analysis, the maximum (PL: maxima or maximums) and minimum (PL: minima or minimums) of a function, known generically as extremum (PL: extrema), are the largest and smallest value taken by the function, either within a given range (the local or relative extrema), or on the entire domain (the global or absolute extrema). Pierre de Fermat was one of the first mathematicians to propose a general technique, adequality, for finding the maxima and minima of functions.

As defined in set theory, the maximum and minimum of a set are the greatest and least elements in the set, respectively. Unbounded infinite sets, such as the set of real numbers, have no minimum or maximum.

Traduzione di &#39extremum&#39 in Russo