Matrix increment reduction method based on knowledge granularity
A knowledge granularity and matrix technology, applied in complex mathematical operations and other directions, can solve problems such as time-consuming, batch learning algorithms are difficult to extract useful information and knowledge, etc., to achieve easy implementation, improve reduction calculation efficiency, and reduce calculation time. Effect
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[0034] combine image 3 The specific implementation steps are as follows:
[0035] Input: Existing decision table (including object set U, conditional attribute set C and decision attribute set D and object attribute values) (called old decision table), some new objects (denoted as incremental data set U X ={x n+1 ,x n+2 ,...,x n+t}) is added to the old decision table to form a new decision table.
[0036] Step 1: Use the matrix method to calculate the knowledge granularity of the old decision table Equivalence Relation Matrix of Old Decision Table ( M U R C ) n × n = ( m ij ) n × n ...
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