Assertion: sequence | /r/HasProperty | monotonic
Facets:
Source sentences:
text: This sequence is a decreasing sequence (and hence monotonic) because, \[ - {n^2} > - {\left( {n + 1} \right)^2}\]
text: Any sequence fulfilling the monotonicity property is called monotonic or monotone.
text: Any sequence fulfilling the monotonicity property is called monotonic or monotone.
text: A sequence that both increases and decreases (at different places in the sequence) is said to be non-monotonic or non-monotone.
text: This sequence is a decreasing sequence (and hence monotonic) since, \[\frac{2}{{{n^2}}}
text: The sequence in that example was not monotonic but it does converge.