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Limit sup and limit inf.

www.csie.ntu.edu.tw

Relations with convergence and divergence for upper (lower) limit Theorem Let an be a real sequence, then an converges if, and only if, the upper limit and the lower limit are real with lim n supan lim n infan lim n an. Theorem Let an be a real sequence, then we have

  Convergence, Divergence, Convergence and divergence

Convergence and Divergence - Undergraduate Faculty

faculty.bard.edu

Convergence and Divergence Lecture Notes It is not always possible to determine the sum of a series exactly. For one thing, it is common for the sum to be a relatively arbitrary irrational number:

  Lecture, Notes, Convergence, Divergence, Convergence and divergence, Convergence and divergence lecture notes

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