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(не показаны 2 промежуточные версии 2 участников) |
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− | Жадный алгоритм является простейшим и достаточно эффективным приближенным алгоритмом
| + | #REDIRECT [[discopal:{{PAGENAME}}]] |
− | для [[Задача о покрытии|задачи о покрытии]].
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− | Он заключается в выборе на каждом шаге подмножества, покрывающего максимальное число
| + | |
− | еще непокрытых элементов. Работа этого алгоритма проиллюстрирована на рисунке, где по вертикали представлены подмножества элементов, по горизонтали элементы (т.е. каждый графический обьект с координатами ''x,y'' представляет принадлежность некоторого элемента ''x'' подмножеству ''y''), темным цветом выделены выбранные алгоритмом подмножества.
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− | | + | |
− | Анализ алгоритма показывает, что размер покрытия, построенного жадным алгоритмом,
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− | превосходит минимальное не более, чем в ''1+ln m'' раз (где ''m'' - число элементов в покрываемом множестве).
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− | [[Category:Алгоритмы]]
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− | {{replicate-from-custiswiki-to-lib}} | + | |