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Big O Notation is an informal name of the "O(x)" notation used to describe asymptotic behaviour of functions. It is a special case of Landau notation, where the O is the Greek letter capital omicron. Please consider using the [landau-notation] tag instead if your question is related to small omicron, omega, or theta in Landau notation.

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Does ⌊1/𝑛⌋∈Θ(1/𝑛) or to Ω(log𝑛)

⌊1/𝑛⌋ - represents the floor function Does the floor or ceiling function affect the complexity under which a function falls? ⌊1/𝑛⌋∈Θ(1/𝑛) or to Ω(log𝑛) Found this interesting question in a Corne …
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