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maximizer

maximizer

8.7
A value where a math function reaches its highest point
  • noun
  • /ˈmæksɪˌmaɪzər/
  • Specialized
: máximo
  • It tells you which H you can get as the maximizer of the local quadratic approximation to your function.

Examples

  • The mathematician found the maximizer for the function using calculus techniques.

  • The software calculated the maximizer to determine the peak performance point for the given dataset.

  • In optimization problems, a maximizer helps identify where a function achieves its highest value.

Synonyms

max
vsmaximizer
67 4.3

The highest possible amount or level

is the specific point or value where a function reaches its greatest value
optimum
vsmaximizer
30 5.1

Most suitable for a given situation

is the precise function point giving the greatest value rather than a practical best option
highest point
vsmaximizer
18 3.7

The top level that something reaches

is the mathematical point where a function attains its greatest value
maximum
vsmaximizer
  • Specialized
6 5.5

A high point on a graph where the curve stops rising and starts falling

is the point or value where a function reaches its greatest value

Antonyms

minimum
  • Specialized
9 4.9

The lowest point on a graph where the curve reaches its smallest value

How High

maximizer
  • Specialized
8.7
minimum
  • Specialized
9 4.9

Surface Forms

maximizer singular
maximizers plural

Morphology

maximizer = maximize (transparent) = maximize + er

In mathematics, 'maximizer' denotes the value or point that maximizes a function, a direct nominalization of the verb 'maximize' using '-er'.

Etymology

Maximizer comes from the word maximum, which means 'the most', so in maths a maximizer is the point or value that gives the largest, or 'most', result of a function.