Abstract:
In this paper we analyze various search schemes in a major/minor loop bubble memory. Specifically, we study balanced tree search, one-sided height-balanced tree search, a...Show MoreMetadata
Abstract:
In this paper we analyze various search schemes in a major/minor loop bubble memory. Specifically, we study balanced tree search, one-sided height-balanced tree search, and one-sided K-Keight-balanced tree search. Two parameters are of interest in the present framework, namely, the number of comparisons and the amount of record movement required for a search. One-sided height- balanced tree search seems to offer the best compromise. Other related issues such as insertion and deletions are also discussed.
Published in: IEEE Transactions on Computers ( Volume: C-30, Issue: 8, August 1981)
Citations are not available for this document.
Cites in Papers - |
Cites in Papers - IEEE (1)
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1.
Jyh-Ping Hwang, Jiin-Chuan Wu, F. Humphrey, "Magnetic bubble logic component library", IEEE Transactions on Magnetics, vol.22, no.4, pp.217-238, 1986.
Cites in Papers - Other Publishers (3)
1.
M. Zaki, F. Elboraey, "Processing of inverted files in magnetic bubble memories", Information Processing & Management, vol.21, no.1, pp.51, 1985.
2.
Philippe Flajolet, Thomas Ottmann, Derick Wood, "Search trees and bubble memories", RAIRO. Informatique théorique, vol.19, no.2, pp.137, 1985.
3.
C. K. Wong, "Magnetic Bubble Memory", Algorithmic Studies in Mass Storage Systems, pp.225, 1983.