Abstract. We analyze the depth distribution of digital trees called tries. Assuming that the trie is constructed from n statistically independent binary strings ...
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We study the limiting distribution of the height in a generalized trie in which external nodes are capable to store up to b items (the so called b-tries).
Aug 1, 2000 · We study the limiting distribution of the height in a generalized trie in which external nodes are capable to store up to b b items (the so ...
Missing: Depth | Show results with:Depth
It is shown that An is the average root-to-leaf distance in a binary trie formed by the binary fractional expansions of n independent random variables X1 ...
In this report, we prove that under a Markovian model of order one, the average depth of suffix trees of index n is asymptotically similar to the average ...
"A note on the asymptotic behavior of the depth of tries," Algorithmica†† (1998),. 547-560. 78. "A ray approximation to a PDE that arises in the study of ...
J. Comb., 4(1), 1997. [4] Charles Knessl. A note on the asymptotic behavior of the depth of tries.
Additional tail inequalities are given for the height, depth, size, internal path length, and profile of these trees and ordinary tries that apply without any ...
May 20, 2024 · Asymptotic analysis plays a vital role in understanding how algorithms perform as their input sizes grow larger and larger. This type of ...
Missing: Note | Show results with:Note
Knessl, A note on the asymptotic behavior of the depth of tries, Algorithmica, 22 (1998), pp. 547–560. Crossref · Web of Science · Google Scholar. 47. C. Knessl ...