e/Optimization algorithms

Information
lexicalization	eng: Optimization algorithms
subclass of	(noun) a precise rule (or set of rules) specifying how to solve some problem algorithm, algorithmic program, algorithmic rule
	Note: 37 other instance(s) ommited in the following list
has instance	e/de/Backward-Algorithmus
has instance	e/de/Lineare Optimierung (Spieltheorie)
has instance	e/de/Nussinov-Algorithmus
has instance	e/de/Zyklenmethode
has instance	e/Bland's rule
has instance	e/Branch and cut
has instance	e/CMA-ES
has instance	e/Conjugate gradient method
has instance	e/Cooperative optimization
has instance	e/Crew scheduling
has instance	e/Dantzig-Wolfe decomposition
has instance	e/Delayed column generation
has instance	e/Destination dispatch
has instance	e/Fourier-Motzkin elimination
has instance	e/Frank–Wolfe algorithm
has instance	e/Function optimization
has instance	e/Golden section search
has instance	e/Gradient descent
has instance	e/Great Deluge algorithm
has instance	e/Lagrange multipliers
has instance	e/MCS algorithm
has instance	e/Maximum subarray problem
has instance	e/Newton's method in optimization
has instance	e/Nonlinear least squares
has instance	e/Nonlinear programming
has instance	e/Optimization algorithm
has instance	e/Particle swarm optimization
has instance	e/Push-relabel maximum flow algorithm
has instance	e/Quasi-Newton method
has instance	e/Stochastic hill climbing
has instance	e/Stochastic optimization
has instance	e/Stochastic tunneling
has instance	e/Swarm intelligence
has instance	e/Zionts-Wallenius method
has instance	e/it/Algoritmo Generico per la creazione di un MST
has instance	e/ru/Метод Гаусса (оптимизация)
has instance	e/ru/Система уравнений и экстремальные задачи. Градиентные методы
has instance	e/zh/多主体优化系统
has instance	e/zh/社会认知优化
has instance	e/zh/遗传程序

Meaning
German
lexicalization	deu: Optimierungsalgorithmus
French
has gloss	fra: Les algorithmes d’optimisation cherchent à déterminer le jeu de paramètres d’entrée d’une fonction donnant à cette fonction la valeur maximale ou minimale. On cherchera par exemple la découpe optimale d’une tôle pour en fabriquer le plus grand nombre de boîtes de conserve possible (ou d’un tissu pour en faire le plus grand nombre de chemises possibles, etc.). Cette optimisation peut se faire sans contrainte ou sous contrainte, le second cas se ramenant au premier dans le cas des fonctions dérivables par la méthode du multiplicateur de Lagrange (et des fonctions non-dérivables par l’algorithme d’Everett).
lexicalization	fra: Algorithme d'optimisation
Italian
lexicalization	ita: Algoritmi di ottimizzazione
Japanese
lexicalization	jpn: 最適化アルゴリズム
Korean
lexicalization	kor: 최적화 알고리즘
Portuguese
lexicalization	por: Algoritmos de otimização
Russian
lexicalization	rus: Алгоритмы оптимизации
Turkish
lexicalization	tur: Optimizasyon algoritmaları
Ukrainian
lexicalization	ukr: Методи оптимізації
Chinese
lexicalization	zho: 最优化算法

Word:	(case sensitive)
Language:	(ISO 639-3 code, e.g. "eng" for English)

e/Optimization algorithms

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