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In questa pagina puoi ottenere un'analisi dettagliata di una parola o frase, prodotta utilizzando la migliore tecnologia di intelligenza artificiale fino ad oggi:
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- etimologia
maximize$47328$ - traduzione in greco
ELECTORAL SYSTEM
Maximize Affirmed Majorities; Maximum majority voting; Maximize affirmed majorities; Maximum Majority Voting; Ranked Pairs; Tideman method
maximize
v. αυξάνω στον ανώτατο βαθμό
maximum value
![[[Peano surface]], a counterexample to some criteria of local maxima of the 19th century](https://commons.wikimedia.org/wiki/Special:FilePath/Modell einer Peanoschen Fläche -Schilling XLIX, 1-.jpg?width=200 "[[Peano surface]], a counterexample to some criteria of local maxima of the 19th century")
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
μέγιστη αξία
Wikipedia
Ranked pairs
Ranked pairs (sometimes abbreviated "RP") or the Tideman method is an electoral system developed in 1987 by Nicolaus Tideman that selects a single winner using votes that express preferences. The ranked-pairs procedure can also be used to create a sorted list of winners.
If there is a candidate who is preferred over the other candidates, when compared in turn with each of the others, the ranked-pairs procedure guarantees that candidate will win. Because of this property, the ranked-pairs procedure complies with the Condorcet winner criterion (and is a Condorcet method).
