Method and system for distributing users to clusters
A user and cluster technology, applied in special data processing applications, instruments, computing, etc., can solve problems such as difficulty in implementation
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[0024] figure 1 A logical illustration of the following minhash method for clustering users is shown. While this approach can be implemented, it is presented here primarily for purposes of explanation. The following will refer to figure 2 A practical implementation for clustering users in a system with a large number of users is described.
[0025] Such as figure 1 As shown, the inputs to the minimal hashing method are: a population of items 110, denoted U; a set of k permutations 112, denoted p1, p2, . . . , pk; and a user's interest set 114, denoted for user A as X_A.
[0026] A permutation is a permutation in the range U that is uniformly selected from the set of all permutations in the range U so that each permutation has the same probability of being selected as the other permutations. Permutations are every one-to-one mapping of U to U (bijective). This permutation is only possible if U is fixed and countable. The integer k is a selection parameter. Usually the ...
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