π(π)
value of the function π at π
π:π΄ β π΅
Function from π΄ to π΅
π1+ π2
Sum of the functions π1 and π
π1π2
Product of the functions π1 and π2
π(π)
Image of the set π under π
ππ΄(π)
Identity function on π΄
πβ1(π₯)
Inverse of π
πππ
Composition of π and π
βπ₯β
Floor function of π₯
βπ₯β
Ceiling function of π₯
ππ
Term of {ππ} with subscript π
Ξ£ππ=ai
Sum ofπ1, π2, …, ππ
Ξ£πΌβπππΌ
Sum of ππΌ over a πΌβπ
Ξ ni=1an
Product ofπ1, π2, …, ππ
π(π₯) ππ π(π(π₯))
π(π₯ ) is big-O of π (π₯ )
π!
π factorial
π(π₯) ππ πΊ (π(π₯))
π (π₯ ) is big-Omega of π (π₯ )
π(π₯) ππ π© (π(π₯))
π (π₯ ) is big-Theta of π(π₯)
~
Asymptotic
πππ(π₯,π¦)
Minimum of π₯ and π¦
πππ₯(π₯,π¦)
Maximum of π₯ and π¦
β
Approximately equal to