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:::*The definitions of big O and Ω notations in Knuth's paper is as follows. Let f and g be functions that map to the real numbers:
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O(f(n)) denotes the set of all g(n) such that there exist positive constants C and n<sub>0</sub> with {{!}}g(n){{!}} ≤ Cf(n) for all n
Ω(f(n)) denotes the set of all g(n) such that there exist positive constants C and n<sub>0</sub> with {{!}}g(n){{!}} ≥ Cf(n) for all n
- Knuth, D. E. (1976). Big Omicron and big Omega and big Theta. ''ACM SIGACT News'', 8(2), 18-24.
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