lévy hierarchy
Word Rarity
Very rare
Frequency: Zipf frequency 2.07 in modern English
29
Scrabble Score
13
Letters
3
Syllables
10
Unique Chars
Meaning
name
A hierarchy of formulas in the formal language of the Zermelo-Fraenkel set theory. Its first level contains only formulas with no unbounded quantifiers and is denoted by Δ₀=Σ₀=Π₀. Subsequent levels are given by finding a formula in prenex normal form which is provably equivalent over ZFC, and counting the number of changes of quantifiers.
Etymology
Introduced by Azriel Lévy in 1965.
Inflected Forms
the Lévy hierarchy (canonical)