Double-granularity noise log filtering method based on incidence relation
A technology of association relationship and filtering method, which is applied in the direction of instruments, electrical digital data processing, hardware monitoring, etc., and can solve problems such as unguaranteed, model structure changes, and inability to solve missing noise events
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[0092] The steps in this embodiment are the same as those described above in the specific implementation mode, and will not be repeated here. Part of the implementation process and results are shown below:
[0093] Data source acquisition: the original log file used in this embodiment uses the java toolkit JDOM to read the log file, obtains the root node root of the log file, obtains the child node element named Process under the root node, and further obtains the child node element named Process under the Process node. All child node elements of ProcessInstance. A ProcessInstance node contains all the information of an execution instance of the process. It usually has multiple node elements named AuditTrailEntry. The detailed information of each event that occurs in the process instance is recorded in an AuditTrailEntry node element. These AuditTrailEntry nodes include Many event attributes, such as timestamp attributes, event name attributes, resource attributes, etc. Afte...
example 1
[0095] Example 1 track σ 1 =
[0096] 1) Get σ 1 start event A with and add it to the sequence of empty trajectories σ f middle;
[0097] 2) Take out the next event B of event A, and calculate the mixed correlation degree Dep of event AB mixed (A,B)=0.80, which is greater than the mixture threshold of 0.5, so event B is a normal event (non-noise event), and it is added to the sequence σ f middle;
[0098] 3) Take out the next event C of event B, and calculate the mixed correlation degree Dep of event BC mixed (B,C)=0.75, which is greater than the mixture threshold of 0.5, so event C is a normal event (non-noise event), and it is added to the sequence σ f middle;
[0099] 4) Take out the next event D of event C, and calculate the mixed correlation degree Dep of event CD mixed (C,D)=0.85, which is greater than the mixture threshold of 0.5, so event D is a normal event (non-noise event), and it is added to the sequence σ f middle;
[0100] 5) Take out...
example 2
[0105] Example 2 track σ 2 =
[0106] 1) Get σ 2 start event A with and add it to the sequence of empty trajectories σ f middle;
[0107] 2) Take out the next event B of event A, and calculate the mixed correlation degree Dep of event AB mixed (A,B)=0.80, which is greater than the mixture threshold of 0.5, so event B is a normal event (non-noise event), and it is added to the sequence σ f middle;
[0108] 3) Take out the next event C of event B, and calculate the mixed correlation degree Dep of event BC mixed (B,C)=0.75, which is greater than the mixture threshold of 0.5, so event C is a normal event (non-noise event), and it is added to the sequence σ f middle;
[0109] 4) Take out the next event E of event C, and calculate the mixed correlation degree Dep of event CE mixed (C,E)=0.26, which is less than the mixture threshold of 0.5, so the event E is a noise event and will not be added to the sequence σ f Medium; use a penalty function to modify ...
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