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local minimum

   Also found in: Wikipedia 0.02 sec.
local minimum [′lō·kəl ′min·ə·məm]
(mathematics)
A local minimum of a function ƒ is a value ƒ(c) of ƒ where ƒ(x) ≥ ƒ(c) for allxin some neighborhood ofc;if ƒ(c) is a local minimum, ƒ is said to have a local minimum atc.


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Under an amendment to the city's wage ordinance adopted late last year, the local minimum wage will be adjusted upward annually by an amount corresponding to the previous year's increase, if any, in the Consumer Price Index for the Western region of the U.
However under certain conditions, the BP network classifier can produce non-robust results and easily converge to local minimum.
 
 
 
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