CN114936581A - Multi-parameter association mining method based on time sequence data segmentation - Google Patents
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Abstract
The invention relates to a multi-parameter association mining method based on time sequence data segmentation, and belongs to the field of big data processing. The method includes initializing parameters needing correlation analysis, analyzing time series data, extracting trend segmentation features of the data to obtain a quantization result in each segmentation feature, calculating a correlation relation based on the quantization result, and outputting a multi-parameter correlation mining result. Meanwhile, the method also supports expert knowledge to improve the accuracy of the correlation result. The method can improve the calculation performance, and only needs to calculate whether the segmentation trends of all the parameters are related, so that the speed of the mining algorithm is greatly improved; the method is based on the parameter association mining algorithm of the trend segmentation, and the intra-segment trend is quantized and calculated without setting a threshold value, so that the universality of the algorithm is improved; the method can also be used for mining under the condition of less historical samples, and can solve the problem that multi-parameter association mining cannot be carried out on fewer samples.
Description
Technical Field
The invention belongs to the field of big data processing, and particularly relates to a multi-parameter association mining method based on time sequence data segmentation.
Background
In the prior art, correlation analysis is strictly performed on sensor time sequence data according to time periods, and calculation and mining need to be performed on unsegmented data. The prior art closest to the scheme comprises an Apriori method FP-Growth method and the like.
The existing calculation process of multi-parameter association mining is generally as follows:
1. carrying out standardization preprocessing operation on the original data to reduce the influence of data bias, amplitude scaling, linear trend and noise on calculation;
2. setting a correlation threshold value, and performing frequent pattern mining on a multi-parameter time sequence by using sliding window operation;
3. and generating a time sequence correlation result.
The existing multi-parameter association mining method needs to set an association threshold, performs feature extraction on original data by using the operation of a sliding window, and then mines multi-parameter features under the same window, and because the data length of application scenes of the multi-parameter association mining algorithm is too long and the data lengths of different parameters are inconsistent, the calculated amount is greatly increased during feature extraction, and the threshold values of different scenes cannot be unified, so that the universality of the algorithm is reduced.
According to the method and the device, trend segmentation is carried out on the original data, sliding window operation is not needed, the calculation amount can be greatly reduced, the setting of an associated threshold value is avoided through quantification and calculation of the trend, and the universality of the algorithm is improved.
Disclosure of Invention
Technical problem to be solved
The invention aims to solve the technical problem of how to provide a multi-parameter association mining method based on time sequence data segmentation so as to solve the problems that the conventional multi-parameter association mining algorithm is large in calculation amount and cannot uniformly reduce the universality of the algorithm for the threshold values of different scenes.
(II) technical scheme
In order to solve the technical problem, the invention provides a multi-parameter association mining method based on time series data segmentation, which comprises the following steps:
aiming at the parameters obtained by the sensor, a patch is extracted in a down-sampling mode by setting a fixed step length to be used as a local data point, and the parameters D obtained by the sensor i (t) defining a patch set P i ={P i,1 ,P i,2 ,…,P i,n },P i,l Representing a time sequence data set in one patch, wherein n represents the number of the patches, calculating a characteristic value of each patch, and extracting a trend turning point after calculating the characteristic value of each patch;
obtaining a plurality of segments according to the turning points of the trend, and recording as: s i ={S i,1 ,S i,2 ,…,S i ,K i In which K is i As a parameter D i Number of segments of (t), by S i,k To represent features within each segment, where S i,k ={Loc i,k ,Trend i,k ,Fit i,k }; by quantized S i,k Extracting relevant characteristic indexes of the data in the segments: loc i,k ,Trend i,k And Fit i,k ;
Loc i,k Representing a parameter D i (t) a start-stop position and corresponding offset for the kth segmented feature;
Trend i,k ={<flag,num>indicating the current segmentThe method comprises the steps of marking a whole trend, wherein flag represents the trend of a current section, and num is used for representing the number of patches corresponding to the flag;
Fit i,k representing a parameter D i (t) kth segmentation feature Trend i,k The flag in the flag is marked as a result of linear fitting of ascending, descending and horizontal segments;
based on the segmentation result, the incidence relation and incidence degree between the parameters are described through an incidence matrix, wherein the incidence matrix is R ═ R (R ═ R) ij ) N×N N is the number of parameters participating in the correlation analysis; r is calculated according to the following formula ij :
Wherein S i ,S j Representing the identity of parameter i and parameter j, F (S) i ,S j ) For calculating the degree of association of two parameters, which is defined as follows:
where K denotes the maximum number of characteristic segments for participating in the relevance calculation, i.e., K ═ max (K) i ,K j );K i Number of segments, K, of parameter i j The number of segments for parameter j;for representing whether two parameters are synchronized according to the trend feature statistics of the segmentation result, the definition is as follows:
wherein the content of the first and second substances,k for representing ith parameter 1 Kth of segment and jth parameter 2 Whether the segments are both ascending and descending, Λ is the intersection or the AND, which is defined as follows:
k represents when the i-th parameter 1 Kth of segment and jth parameter 2 When the segments are related to synchronization in trend, whether the corresponding time window meets the condition is defined as follows:
where Φ represents an empty set.
Further, for each P i,l Performing median calculation (p) i,l ) The median value serves as a characteristic value for each patch.
Further, each parameter has a plurality of history data, each of which is time series data.
Further, Loc i,k ={start,end,Δ start ,Δ end Where start denotes start time, end denotes cut-off time, Δ start Denotes the offset, Δ, of start end Indicating the amount of end offset.
Further, flag includes rise, fall, level, and oscillation.
Further, Fit i,k Line represents that the fitting type is linear, slope represents the slope of linear fitting, bias represents the intercept of linear fitting, and Fitter error represents the fitting error of linear fitting.
Further, the air conditioner is provided with a fan,when calculated, the calculation is considered to occur when the calculation shows that the calculation is performed by increasing one by oneThe association synchronization is performed.
Further, the air conditioner is provided with a fan,the corresponding time window comes from the Loc feature of the segmented result.
Further, the method further comprises: and after obtaining the incidence matrix R, displaying the incidence relation and the incidence degree between the parameters by utilizing a visualization technology.
Furthermore, the method includes initializing parameters needing correlation analysis, analyzing time series data, extracting trend segmentation features of the data to obtain a quantization result in each segmentation feature, calculating a correlation relation based on the quantization result, and outputting a multi-time series data correlation mining result.
(III) advantageous effects
The invention provides a multi-parameter association mining method based on time sequence data segmentation, which has the technical effects that:
1. the method can improve the calculation performance, and only needs to calculate whether the segmentation trends of all the parameters are related, so that the speed of the mining algorithm is greatly improved;
2. the method is based on the parameter association mining algorithm of the trend segmentation, and the intra-segment trend is quantized and calculated without setting a threshold value, so that the universality of the algorithm is improved;
3. the method can also be used for mining under the condition of less historical samples, and can solve the problem that multi-parameter association mining cannot be carried out on fewer samples.
Drawings
FIG. 1 is a schematic diagram of discretely extracting Patch points and trend feature points;
FIG. 2 is a flowchart of a multi-parameter association calculation.
Detailed Description
In order to make the objects, contents and advantages of the present invention clearer, the following detailed description of the embodiments of the present invention will be made in conjunction with the accompanying drawings and examples.
The invention carries out multi-parameter association relation mining based on the segmentation result of time sequence data, 1) carries out trend segmentation on the time sequence data; 2) the trend of the data is quantified and calculated; 3) and extracting and fusing the parameter association relation.
The technical innovation points of the method are mainly divided into three points as follows:
1. segmenting time series data by utilizing down-sampling patch operation and trend turning point extraction
The trend segmentation module in the method improves a trend turning point algorithm, and directly extracts the trend turning points from the noise-dense data and the frequent jump data, so that a large number of dense trend turning points appear, and the data segmentation effect is greatly influenced. Therefore, the method extracts the trend turning point on the basis of the way of discretely taking the patch on the original data, as shown in fig. 1.
Aiming at the parameters obtained by the sensor, a patch is extracted in a down-sampling mode by setting a fixed step length to be used as a local data point, and the parameters D obtained by the sensor i (t) defining a patch set P i ={P i,1 ,P i,2 ,…,P i,n },P i,l Represents a time series data set in one patch, where n represents the number of patches, for each P i,l Performing median calculation mean (p) i,l ) The method is used for representing the characteristic value of each patch, and trend turning point extraction is carried out after the characteristic value of each patch is calculated. The trend turning point can be extracted by adopting a general method.
A parameter has a plurality of historical data, each of which is time series data.
2. Quantizing and computing data segments
From the trend turning points, several segments can be obtained, denoted as:wherein K i As a parameter D i Number of segments of (t), here by S i,k To represent features within each segment, where S i,k ={Loc i,k ,Trend i,k ,Fit i,k }. By quantized S i,k Can be used for data in the segmentExtracting relevant characteristic indexes, wherein the following three main indexes are mainly extracted: loc i,k ,Trend i,k And Fit i,k 。
Loc i,k Representing a parameter D i (t) the start-stop position and corresponding offset of the kth segmented feature, noted as: loc i,k ={start,end,Δ start ,Δ end Where start denotes start time, end denotes cut-off time, Δ start Represents the offset of start, Δ end Indicating the amount of end offset.
Trend i,k ={<flag,num>Indicates the global trend flag of the current segment, wherein flag indicates the trend of the current segment, such as: UP (UP), DOWN (DOWN), horizontal (horizontal), and ringing (vibrant), and num is used to indicate the number of taps corresponding to flag.
Fit i,k Representing the parameter D i (t) kth segmentation feature Trend i,k The flag in inner flag is marked as the result of linear fitting of UP (UP), DOWN (DOWN) and horizontal (horizontal) segments. E.g. Fit i,k Line denotes the type of fit is linear, slope:1.5 denotes the slope of the linear fit is 1.5, bias: 3 denotes the intercept of the linear fit is-3, and Fitterror: 0.000001 denotes the fit error of the linear fit is 0.000001.
3. Extracting and fusing parameter association relation
Based on the segmentation result of the previous step, the association relationship and the association degree between the parameters can be described by an association matrix, wherein the association matrix is R ═ (R ═ R ij ) N×N And N is the number of parameters participating in association analysis. R is calculated according to the following formula ij :
Wherein S i ,S j Representing the identity of parameter i and parameter j, F (S) i ,S j ) For calculating the degree of association of two parameters, which is defined as follows:
where K denotes the maximum number of characteristic segments for participating in the relevance calculation, i.e., K ═ max (K) i ,K j );K i Number of segments, K, of parameter i j The number of segments for parameter j;for representing whether two parameters are synchronized according to the trend feature statistics of the segmentation result, the definition is as follows:
wherein the content of the first and second substances,k for representing ith parameter 1 Kth of segment and jth parameter 2 Whether a segment is both UP (UP) and DOWN (DOWN), and when it appears as one UP and one DOWN, it is also considered that an associated sync has occurred, a is an intersection or an and, which is defined as follows:
k represents when the i-th parameter 1 Kth of segment and jth parameter 2 Whether the corresponding time window (Loc feature from the segmentation result) satisfies the condition when the segments are trending in relation to synchronization is defined as follows:
where Φ represents an empty set.
4. After the incidence matrix R is obtained, the incidence relation and the incidence degree between the parameters can be displayed by utilizing a visualization technology.
To sum up, the calculation flow of the method is as shown in fig. 2, firstly, parameters to be subjected to correlation analysis are initialized, time series data are analyzed, then, trend segmentation feature extraction is performed on the data, a quantization result in each segmentation feature is obtained, correlation is calculated based on the quantization result, and finally, a multi-time series data correlation mining result is output. Meanwhile, the method also supports expert knowledge to improve the accuracy of the correlation result.
The invention has the technical effects that:
1. the method can improve the calculation performance, and only needs to calculate whether the segmentation trends of each time series data are related, so that the speed of the mining algorithm is greatly improved;
2. the method is based on the trend segmented parameter association mining algorithm, and the intra-segment trend is quantized and calculated without setting a threshold value, so that the universality of the algorithm is improved;
3. the method can also be used for mining under the condition of less historical samples, and can solve the problem that multi-parameter association mining cannot be carried out on fewer samples.
The above description is only a preferred embodiment of the present invention, and it should be noted that, for those skilled in the art, several modifications and variations can be made without departing from the technical principle of the present invention, and these modifications and variations should also be regarded as the protection scope of the present invention.
Claims (10)
1. A multi-parameter association mining method based on time series data segmentation is characterized by comprising the following steps:
aiming at the parameters obtained by the sensor, a patch is extracted in a down-sampling mode by setting a fixed step length to be used as a local data point, and the parameters D obtained by the sensor i (t) defining a patch set P i ={P i,1 ,P i,2 ,…,P i,n },P i,l Indicating time in a patchThe method comprises the steps of obtaining a sequence data set, wherein n represents the number of the patch, calculating a characteristic value of each patch, and extracting a trend turning point after calculating the characteristic value of each patch;
obtaining a plurality of segments according to the turning points of the trend, and recording as:wherein K i As a parameter D i Number of segments of (t), by S i,k To represent features within each segment, where S i,k ={Loc i,k ,Trend i,k ,Fit i,k }; by quantized S i,k Extracting relevant characteristic indexes of the data in the segments: loc i,k ,Trend i,k And Fit i,k ;
Loc i,k Representing a parameter D i (t) a start-stop position and corresponding offset for the kth segmented feature;
Trend i,k ={<flag,num>indicating an integral trend mark of the current segment, wherein the flag indicates the trend of the current segment, and num is used for indicating the number of slots corresponding to the flag;
Fit i,k representing a parameter D i (t) kth segmentation feature Trend i,k The flag in the inner part is marked as a result of linear fitting of ascending, descending and horizontal sections;
based on the segmentation result, the incidence relation and the incidence degree between the parameters are described through an incidence matrix, wherein the incidence matrix is R ═ R (R) ij ) N×N N is the number of parameters participating in the correlation analysis; r is calculated according to the following formula ij :
Wherein S i ,S j Representing the identity of parameter i and parameter j, F (S) i ,S j ) For calculating the degree of association of two parameters, which is defined as follows:
where K denotes the maximum number of characteristic segments for participating in the relevance calculation, i.e., K ═ max (K) i ,K j );K i Number of segments, K, of parameter i j The number of segments for parameter j;for representing whether two parameters are synchronized according to the trend feature statistics of the segmentation result, the definition is as follows:
wherein the content of the first and second substances,k for representing ith parameter 1 Kth of segment and jth parameter 2 Whether the segments are both ascending and descending, Λ is the intersection or the phase-and, which is defined as follows:
k represents when the i-th parameter 1 Kth of segment and jth parameter 2 When the segments are related to synchronization in trend, whether the corresponding time window meets the condition is defined as follows:
where Φ represents an empty set.
2. Multiple based on time series data segmentation as claimed in claim 1The parameter association mining method is characterized in that each P is subjected to i,l Performing median calculation (p) i,l ) The median value is taken as the characteristic value of each patch.
3. The method of claim 1, wherein each parameter has a plurality of historical data, each historical data being time series data.
4. The method of claim 1, wherein Loc is a multi-parameter associative mining method based on time series data segmentation i,k ={start,end,Δ start ,Δ end Where start denotes a start time, end denotes a cut-off time, Δ start Represents the offset of start, Δ end Indicating the amount of end offset.
5. The method of claim 4, wherein flag includes up, down, horizontal, and ringing.
6. The method of claim 5, wherein Fit is a multi-parameter association mining method based on time series data segmentation i,k Line denotes that the fitting type is linear, slope denotes the slope of the linear fitting, bias denotes the intercept of the linear fitting, and Fitter error denotes the fitting error of the linear fitting.
9. The method of claim 1, wherein the method further comprises: and after obtaining the incidence matrix R, displaying the incidence relation and the incidence degree between the parameters by utilizing a visualization technology.
10. The multi-parameter association mining method based on time series data segmentation of any one of claims 1-9, characterized in that the method first initializes parameters to be subjected to association analysis, analyzes time series data, then performs trend segmentation feature extraction on the data to obtain a quantization result in each segmentation feature, calculates association relation based on the quantization result, and finally outputs multi-time series data association mining results.
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