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Definition 14

[0BG] Given \(AβŠ† ℝ\), a point \(x∈ \overline{ℝ}\) is called accumulation point for \(A\) if every deleted neighborhood of \(x\) intersects \(A\).

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  • accumulation point, in the real line
  • deleted neighborhood
  • neighborhood, deleted
  • real numbers
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