By Albert L. Zobrist, Frederick R. Carlson
Communications of the ACM,
January 1977,
Vol. 20 No. 1, Pages 31-35
10.1145/359367.359420
Comments
In this paper it is supposed that the variables x1, … , xn each have finite range with the variable xi taking on pi possible values and that the values of the variables are changing with time. It is supposed further that it is desired to detect occurrences in which some subset of the variables achieve particular values. Finally, it is supposed that the problem involves the detection of a large number of combined occurrences for a large number of changes of values of variables. Two efficient solutions for this problem are described. Both methods have the unusual property of being faster for systems where the sum p1 + … + pn is larger. The first solution is error-free and suitable for most cases. The second solution is slightly more elegant and allows negation as well as conjunction, but is subject to the possibility of errors. An error analysis is given for the second method and an empirical study is reported.
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