EDB β€” 0T5

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Exercises

  1. [0T5] Prerequisites:[0MF]. Note:exercise 4 in the written exam of 13/1/2011.

    If \(AβŠ† ℝ^ n\) is composed only of isolated points, then \(A\) has countable cardinality.

    Conversely, therefore, if \(AβŠ† ℝ^ n\) is uncountable then the derivative \(D(A)\) is not empty.

    Solution 1

    [0T6]

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Bibliography
Book index
  • isolated point
  • set, derived ---
  • metric space
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