Home > Term: minimal perfect hashing
minimal perfect hashing
A perfect hashing function that maps each different key to a distinct integer and has the same number of possible integers as keys. Formal Definition: A function f is a minimal perfect hash function for a set of keys K iff ∀ j, k ∈ K f(j) = f(k) → j = k and the range of f(k) is 1...
- Part of Speech: noun
- Industry/Domain: Computer science
- Category: Algorithms & data structures
- Government Agency: NIST
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- GeorgeV
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