Hidden-Markov-based Internet network delay forecasting method
A prediction method and technology of network delay, applied in data exchange network, digital transmission system, electrical components, etc., can solve problems such as high delay requirements
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Embodiment 1
[0058] figure 1 It is a flowchart of Internet network delay prediction method based on Hidden Markov. Combine below figure 1 The principle of the method provided by the present invention is described. like figure 1 Shown, the Internet network delay prediction method based on Hidden Markov provided by the present invention comprises:
[0059] Step 1: According to the historical delay data set and the set delay prediction accuracy, obtain the observable state and the observable state sequence.
[0060] This process includes the following sub-steps:
[0061] Sub-step 101: Determine the maximum time delay t in the historical time delay data set max and minimum delay t min .
[0062] Sub-step 102: according to the formula Calculate the number of observable states; where, N is the number of observable states, I is the set delay prediction accuracy, and [·] is the rounding operation.
[0063] Sub-step 103: Establish N delay intervals I j =((j-1)I,jI], where j is the serial...
Embodiment 2
[0084] The implementation process of the present invention will be described below by taking actual delay data as an example. In this embodiment, the historical time delay data sets are: 21.7867, 16.8299, 27.0571, 20.2741, 40.5288, ..., a total of 700,000 pieces of data, and the unit is milliseconds. The set delay prediction accuracy I=10 milliseconds.
[0085] Step 1: According to the historical delay data set and the set delay prediction accuracy, obtain the observable state and the observable state sequence.
[0086] Sub-step 101: Determine the maximum time delay t in the historical time delay data set max =491.2745 and minimum delay t min =0.0569.
[0087] Sub-step 102: according to the formula N = [ 491.2745 - 0.0569 10 ] + 1 = 50 Calculate the number of observable states, then the number of observable ...
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