Minimum, the - manipulance - Maxima and minima - Wikipedia


A real-valued function f defined on a domain X has a global (or absolute ) maximum point at x ∗ if f ( x ∗ ) ≥ f ( x ) for all x in X . Similarly, the function has a global (or absolute ) minimum point at x ∗ if f ( x ∗ ) ≤ f ( x ) for all x in X . The value of the function at a maximum point is called the maximum value of the function and the value of the function at a minimum point is called the minimum value of the function.

  1. being the least in amount, number, or size possible spent the minimum amount necessary to acquire the property Synonyms of minimum fewest , littlest , lowest , minimal , minutest , slightest , smallest , tiniest Words Related to minimum fewer , lesser , low , minor , modest , slight , small , smaller ; infinitesimal , micro , subminimal , ultramicro ; irreducible Near Antonyms of minimum highest Antonyms of minimum biggest , full , greatest , hugest , largest , maximum , most , top , topmost , utmost


    Minimum, The - ManipulanceMinimum, The - ManipulanceMinimum, The - ManipulanceMinimum, The - Manipulance

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