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Bolzanoʰ-Weierstrass theorem: Meaning and Definition of
Bol•za'no-Wei'er•strass the"orem
Pronunciation: (bōl-zä'nō-vī'ur-shträs", -sträs", bōlt-sä'-), [key]
— Math. Math.
- the theorem that every bounded set with an infinite number of elements contains at least one accumulation point.
