CN115994629A - GN-RBF-based air humidity prediction method and system - Google Patents

GN-RBF-based air humidity prediction method and system Download PDF

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CN115994629A
CN115994629A CN202310287141.5A CN202310287141A CN115994629A CN 115994629 A CN115994629 A CN 115994629A CN 202310287141 A CN202310287141 A CN 202310287141A CN 115994629 A CN115994629 A CN 115994629A
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air humidity
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humidity data
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CN115994629B (en
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秦华旺
时亚楠
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Nanjing University of Information Science and Technology
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Abstract

The invention discloses an air humidity prediction method and system based on GN-RBF, comprising the following steps: preprocessing data, namely removing abnormal data points by adopting an abnormal data removing method, filling up the vacant values of the time sequence, and obtaining the data of the complete time sequence; performing space-time matching on the air humidity data and simultaneously performing normalization processing on the data; optimizing Gauss-Newton algorithm by ant colony algorithm so as to optimize RBF neural network, establishing GN-RBF neural network time sequence regression prediction model, and performing RBF neural network weight optimization in GN-RBF combined model, wherein the processed air humidity data is used as input; and training a network model according to the sample set, and inputting data to be predicted into the trained neural network model to obtain predicted air humidity data. The invention provides an air humidity prediction method with high efficiency and excellent accuracy, which can greatly improve the quality of air humidity prediction.

Description

GN-RBF-based air humidity prediction method and system
Technical Field
The invention belongs to the field of meteorological data prediction, and particularly relates to an air humidity prediction method and system based on GN-RBF.
Background
Air humidity plays an important role in many ways, such as the relative humidity commonly used in meteorology, which reflects the likelihood of rain and fog. In hot weather, high relative humidity can be perceived as hotter by humans and other animals, as it prevents evaporation of perspiration. The relative humidity is determined on the one hand by the absolute humidity and on the other hand by the air temperature. In cold areas and seasons, the air humidity is easily saturated, and in cases where the absolute humidity or the water vapor pressure is not too high, the relative humidity may be high. Under the same absolute humidity conditions, the relative humidity in warm areas and seasons tends to be low, and humans can thus formulate a heat index.
Compared with the prediction methods of other meteorological elements, the prediction method of the air humidity starts later, and is the technical parameter which is most difficult to accurately quantify. The traditional air humidity prediction model uses the same network weight to simulate the space-time relationship between the air humidity and the prediction variable, and the properties of the space unknowing and space compactness convolution kernel play a good role in improving the calculation efficiency and explaining the translation invariance equivalence. However, the space-time capability of the convolution kernel for adapting to the air humidity under different space positions and predictors is ignored, so that the space-time difference of the air humidity cannot be reflected, and most of the problems of inaccurate prediction exist. Therefore, the method for efficiently and accurately predicting the air humidity is of great significance.
Disclosure of Invention
The technical problems to be solved by the invention are as follows: the traditional air humidity prediction model uses the same network weight to simulate the space-time relationship between the air humidity and the prediction variable, but ignores the space-time capability of the convolution kernel for adapting to the air humidity under different space positions and prediction factors, so that the space-time difference of the air humidity cannot be reflected, and most of the problems of inaccurate prediction exist.
In order to solve the technical problems, the invention adopts the following technical scheme:
the GN-RBF-based air humidity prediction method comprises the following steps of, for a target area, obtaining the predicted air humidity of the target area in a preset future time period taking the current moment as a starting point:
step A: aiming at a target area, acquiring air humidity data respectively corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area based on a preset sampling interval and preset grid division; removing abnormal air humidity data, filling sequence vacant air humidity data, and updating air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area;
and (B) step (B): carrying out normalization processing on air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid region in the target region, and then carrying out space-time matching to obtain an air humidity data sequence corresponding to each grid region;
step C: based on the air humidity data sequences respectively corresponding to the grid areas, an air humidity prediction model is used, wherein the air humidity data sequences respectively corresponding to the grid areas in a preset historical time period taking the current moment as an end point are used as input, the air humidity data sequences respectively corresponding to the grid areas in a preset future time period taking the current moment as a starting point are used as output, and the predicted air humidity data sequences respectively corresponding to the grid areas are obtained;
step D: based on the predicted air humidity data sequences corresponding to the grid areas respectively, taking the average value of the air humidity data of the grid areas at the same sampling time as the predicted air humidity of the target area at the sampling time, and obtaining the predicted air humidity of the target area in a preset future time period taking the current time as the starting point.
Preferably, in the step C, for the air humidity prediction model, a Gauss-Newton algorithm is optimized by an ant colony algorithm in the training process, and preset parameters to be optimized of the air humidity prediction model are optimized to obtain optimal parameters to be optimized, and then the air humidity prediction model is built based on the training of the optimal parameters to be optimized, and the specific process is as follows:
step C1: parameter vector to be optimized based on preset parameter composition to be optimized
Figure SMS_1
Iterative execution in combination with the objective function of the air humidity prediction modelThe method comprises the following steps:
step C1.1: based on the parameter vector to be optimized
Figure SMS_2
Combining with an objective function of an air humidity prediction model to obtain a jacobian matrix corresponding to a parameter vector to be optimized in the current iteration>
Figure SMS_3
And air humidity prediction model error->
Figure SMS_4
Figure SMS_5
Represent the firstnCorresponding parameter vectors to be optimized in the secondary iteration;
step C1.2: jacobian matrix corresponding to parameter vector to be optimized in current iteration
Figure SMS_6
And air humidity prediction model error->
Figure SMS_7
Obtaining the increment corresponding to the parameter vector to be optimized in the current iteration>
Figure SMS_8
Figure SMS_9
Step C1.3: aiming at increment corresponding to parameter vector to be optimized in current iteration
Figure SMS_11
Judging->
Figure SMS_14
Whether the data of (a) is smaller than the preset change increment +.>
Figure SMS_16
If->
Figure SMS_12
Wherein each data is smaller than the increment of change +.>
Figure SMS_15
Stopping iteration, and carrying out parameter vector to be optimized in the current iteration>
Figure SMS_17
As optimal parameters to be optimized; if->
Figure SMS_18
The presence data is not less than delta change +.>
Figure SMS_10
B, obtaining an optimal increment direction corresponding to the parameter vector to be optimized through the steps a-d, and further enabling the parameter vector to be optimized based on the optimal increment direction
Figure SMS_13
Returning to the step C1.1;
step a: constructing a directed graph based on a preset number of ants; each node in the directed graph is connected with a preset number of edges representing the increment direction, and the number of the edges is the same as the number of ants;
step b: based on the directed graph, each ant performs direction selection based on the corresponding tabu table and the pheromone of each side representing the increment direction; the first element of the tabu list is the initial placement direction of ants, which is the initial direction of ants
Figure SMS_19
The corresponding point is the center of circle, each ant is placed in the direction of the center of circle;
step c: updating the tabu list, respectively judging whether the tabu list corresponding to each ant contains all the increment directions, if so, ending the current iteration, and executing the step d; if the tabu table corresponding to the ants does not contain all the increments, returning the ants which do not contain all the increments to the executing step b;
step d: the iteration number is added by one, whether the current iteration number reaches the maximum iteration number is judged, if the current iteration number reaches the preset maximum iteration number, the iteration is ended, and the optimal increment direction is obtained based on the current pheromone of each side representing the increment direction; and c, if the maximum iteration number is not reached, updating the pheromone of each side in the directed graph, and returning to the step b.
Preferably, the air humidity prediction model is obtained by training an RBF neural network.
Preferably, the preset parameters to be optimized include connection weights in the network.
Preferably, in the step a, abnormal air humidity data is removed by an isolated forest method, and a front-back data filling method is adopted to fill in the sequence vacant air humidity data.
Preferably, in the step a, abnormal air humidity data is removed by an isolated forest method, and the specific process is as follows:
step A1: constructing a preset number of isolated trees aiming at air humidity data respectively corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area;
step A2: based on the constructed preset quantity of isolated trees, taking air humidity data corresponding to one sampling moment of one grid area as one sample, and obtaining anomaly scores corresponding to the samples respectively through the following formulas:
Figure SMS_20
wherein ,
Figure SMS_21
Figure SMS_22
in the formula ,
Figure SMS_37
representation->
Figure SMS_26
Sample ∈ in the individual samples>
Figure SMS_32
At the corresponding anomaly score, ++>
Figure SMS_38
For sample->
Figure SMS_42
From root node to sample in an orphan tree->
Figure SMS_39
Path length of the leaf node where +.>
Figure SMS_43
For sample->
Figure SMS_29
From root node to sample in all orphaned trees ≡ ->
Figure SMS_40
Path Length expected value of the located leaf node, < >>
Figure SMS_23
For use->
Figure SMS_34
Constructing an average path length of an isolated tree by using the samples;
Figure SMS_25
For sample->
Figure SMS_35
From the root node of the tree to sample->
Figure SMS_28
The number of edges experienced during the leaf node;
Figure SMS_33
Representation and sample->
Figure SMS_27
The same number of samples at a leaf node, +.>
Figure SMS_41
Representation +.>
Figure SMS_30
Constructing an average path length of an isolated tree by the strip sample;
Figure SMS_36
For harmonizing the number, add>
Figure SMS_24
Figure SMS_31
Is Euler constant;
step A3: and removing samples which do not meet the preset abnormal score based on the abnormal score corresponding to each sample.
Preferably, in the step B, for the air humidity data corresponding to each sampling time in the preset historical time period with the current time as the end point in each grid area in the target area, the following steps are specifically executed, and normalization processing is performed:
Figure SMS_44
in the formula ,
Figure SMS_45
for normalized air humidity data, +.>
Figure SMS_46
For raw air humidity data, +.>
Figure SMS_47
Maximum value in air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point for each grid area>
Figure SMS_48
And the minimum value in the air humidity data corresponding to each sampling time in the preset historical time period taking the current time as the end point is used for each grid area.
The system of the air humidity prediction method based on the GN-RBF comprises a data acquisition module, a data processing module, an air humidity prediction module and an air humidity output module;
aiming at the target area, based on a preset sampling interval and preset grid division, the data acquisition module is used for acquiring air humidity data respectively corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area; removing abnormal air humidity data, filling sequence vacant air humidity data, and updating air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area;
the data processing module is used for carrying out normalization processing on air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid region in the target region, and then carrying out space-time matching to obtain an air humidity data sequence corresponding to each grid region;
the air humidity prediction module is used for obtaining a predicted air humidity data sequence corresponding to each grid region by using an air humidity prediction model taking the air humidity data sequence corresponding to each grid region in a preset historical time period taking the current moment as an end point as input and taking the air humidity data sequence corresponding to each grid region in a preset future time period taking the current moment as a starting point as output based on the air humidity data sequence corresponding to each grid region respectively;
the air humidity output module is used for obtaining the predicted air humidity of the target area in a preset future time period by taking the current moment as a starting point by taking the average value of the air humidity data of each grid area at the same sampling moment as the predicted air humidity of the target area at the sampling moment based on the predicted air humidity data sequences respectively corresponding to each grid area.
The terminal of the GN-RBF-based air humidity prediction method comprises a memory and a processor, wherein the memory and the processor are in communication connection, the memory stores computer instructions, and the processor executes the computer instructions, so that the GN-RBF-based air humidity prediction method is executed.
The beneficial effects of the invention are as follows: the invention provides an air humidity prediction method and system based on GN-RBF. The searching process adopts a distributed parallel computing mode, each individual in the ant colony performs computation at the same time, so that the computing capacity and the operating efficiency of the algorithm are greatly improved, the optimal increment direction is finally approximated, and the iteration speed and the iteration accuracy of the Gaussian Newton algorithm are improved.
The invention introduces a single hidden layer radial basis RBF feedforward neural network, the RBF network can approach any nonlinear function, can process the regularity that is difficult to analyze in a system, and compared with the traditional network, the RBF network has good generalization capability, and has the problems of optimally approaching and overcoming local minima. The processed air humidity data is directly used as input, so that training time is saved, and training accuracy is improved.
The GN-RBF network algorithm provided by the invention is a feedforward network with excellent performance, simple framework, obvious global convergence capability and strong generalization capability and universality, can obviously reduce learning time of network learning, obtains more excellent variable weight, and further can ensure the requirement of more rapid prediction of air humidity. The algorithm designed herein can be applied not only to the problem of air humidity prediction, but also embedded in other algorithms. Compared with the traditional air humidity prediction model, the novel Gaussian Newton algorithm designed in the method accelerates the convergence speed of the algorithm and the accuracy of prediction, provides a novel method and thinking for the air humidity prediction problem, and further expands the application depth and breadth of the RBF network.
Drawings
FIG. 1 is a schematic flow chart of the present invention;
FIG. 2 is a flow chart of outlier forest rejection in the present invention;
FIG. 3 is a flow chart of an ant colony optimization Gauss-Newton algorithm in the invention;
FIG. 4 is a GN-RBF neural network structure in the present invention.
Detailed Description
The invention is further described below with reference to the accompanying drawings. The following examples will provide those skilled in the art with a more complete understanding of the invention, but are not intended to limit the invention in any way.
The GN-RBF-based air humidity prediction method comprises the following steps, as shown in fig. 1, for a target area, of obtaining the predicted air humidity of the target area in a preset future time period with the current moment as a starting point:
step A: aiming at a target area, acquiring air humidity data respectively corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area based on a preset sampling interval and preset grid division; and then eliminating abnormal air humidity data, filling sequence vacant air humidity data, and updating air humidity data corresponding to each sampling time in a preset historical time period taking the current time as the end point in each grid area in the target area.
In the step A, abnormal air humidity data are removed through an isolated forest method, and the sequence vacancy air humidity data are filled through a front-back data filling method, namely, the time sequence vacancy values are filled. In the step A, abnormal air humidity data are removed through an isolated forest method, and the specific process is as follows in the steps A1-A3.
Step A1: and constructing a preset number of isolated trees according to air humidity data respectively corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area.
In this embodiment, as shown in fig. 2, the specific process of constructing the preset number of isolated trees is as follows:
s1: each grid region in the target region within a preset history time period ending at the current timeRandom selection in data set composed of air humidity data corresponding to sampling time
Figure SMS_49
Taking the sample data points as sub-samples, and placing the sub-samples into the root node of an isolated tree;
s2: randomly generating a data cutting point P in the current node data range, wherein the cutting point is generated between the maximum value and the minimum value of the specified dimension in the current node data; in this embodiment, the designated dimension is air humidity;
s3: generating a hyperplane at a cut point p, dividing the current node data space into two subspaces, taking the cut point p as a demarcation point, wherein the left branch of the current node is smaller than the left branch of the current node, and the right branch of the current node is larger than or equal to the right branch of the current node;
s4: repeating the steps S2 and S3 on the split left and right branch nodes, continuously constructing new leaf nodes until the leaf nodes have only one data and cannot be split any more or the tree reaches a preset height, and generating an isolated tree;
s5: repeating the steps S1, S2, S3 and S4 to generate a preset number t of isolated trees.
In this embodiment, the selection of the sample for constructing the isolated tree is not replaced until all the samples are selected, i.e. the construction of the isolated tree is completed, and t isolated trees are generated.
Based on the completion of the construction of the isolated tree, executing the steps A2-A3 to define an evaluation system of the isolated forest algorithm on the abnormal data,
step A2: based on the constructed preset number of isolated trees, taking air humidity data corresponding to one sampling moment of one grid area as one sample, wherein the cutting process is completely random, and after t isolated trees are obtained, the generated isolated trees can be used for evaluating test data, namely, the anomaly score s is calculated. For each sample
Figure SMS_50
Data of->
Figure SMS_51
The anomaly score corresponding to each sample was obtained by the following formula:
Figure SMS_52
wherein ,
Figure SMS_53
;/>
Figure SMS_54
in the formula ,
Figure SMS_73
representation->
Figure SMS_56
Sample ∈ in the individual samples>
Figure SMS_64
At the corresponding anomaly score, ++>
Figure SMS_60
For sample->
Figure SMS_65
From root node to sample in an orphan tree->
Figure SMS_74
Path length of the leaf node where +.>
Figure SMS_76
For sample->
Figure SMS_58
From root node to sample in all orphaned trees ≡ ->
Figure SMS_63
Path Length expected value of the located leaf node, < >>
Figure SMS_57
For use->
Figure SMS_68
Constructing an average path length of an isolated tree by using the samples;
Figure SMS_55
For sample->
Figure SMS_69
From the root node of the tree to sample->
Figure SMS_71
The number of edges experienced during the leaf node;
Figure SMS_75
Representation and sample->
Figure SMS_61
The same number of samples at a leaf node, +.>
Figure SMS_66
Representation +.>
Figure SMS_62
Constructing an average path length of an isolated tree by the strip sample;
Figure SMS_70
For harmonizing the number, add>
Figure SMS_59
Figure SMS_67
For Euler constant, get +.>
Figure SMS_72
=0.5772156649。
Figure SMS_77
Can be regarded as a correction value. Because the depth of the tree is set to D, the path depths of most of the samples are relatively close, whereas if the number of samples of leaf nodes is greaterThe probability that the sample is an outlier is also low. In addition->
Figure SMS_78
Is monotonically increasing, with the addition of a correction that makes the path length difference between the abnormal and normal samples larger, it can be easily understood that if a sample falls rapidly into a leaf node, and the number of samples of that leaf node is small, then it is more likely that it is an abnormal sample.
Step A3: and removing samples which do not meet the preset abnormal score based on the abnormal score corresponding to each sample.
Calculating an anomaly score for each sample point according to the anomaly score calculation formula,
Figure SMS_79
the value range is [0,1 ]]When the observed score approaches 1, the path length is very small and the data points are easily isolated, indicating a high likelihood of data anomalies. When the observed value is less than 0.5, the path length becomes larger, and then we get a normal data point. When all the data anomaly scores s are around 0.5, it can be considered that the data as a whole is not significantly anomalous. Counting the abnormal scores of each historical data point, tightening or loosening abnormal value eliminating conditions by setting different thresholds, eliminating abnormal data according to expected effects, and then averaging and filling the latest front and back normal data of the abnormal data, wherein in the embodiment, the abnormal score +_is selected>
Figure SMS_80
Normal data and abnormal data are the rest.
And (B) step (B): and carrying out normalization processing on air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid region in the target region, and then carrying out space-time matching to obtain an air humidity data sequence corresponding to each grid region.
In the step B, for the air humidity data corresponding to each sampling time in the preset historical time period with the current time as the end point in each grid area in the target area, specifically, the following steps are executed to perform normalization processing:
Figure SMS_81
in the formula ,
Figure SMS_82
for normalized air humidity data, +.>
Figure SMS_83
For raw air humidity data, +.>
Figure SMS_84
Maximum value in air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point for each grid area>
Figure SMS_85
And the minimum value in the air humidity data corresponding to each sampling time in the preset historical time period taking the current time as the end point is used for each grid area. />
Step C: based on the air humidity data sequences respectively corresponding to the grid areas, an air humidity prediction model is used, wherein the air humidity data sequences respectively corresponding to the grid areas in a preset historical time period taking the current moment as an end point are used as input, the air humidity data sequences respectively corresponding to the grid areas in a preset future time period taking the current moment as a starting point are used as output, and the predicted air humidity data sequences respectively corresponding to the grid areas are obtained.
In the step C, aiming at the air humidity prediction model, optimizing Gauss-Newton algorithm through ant colony algorithm in the training process, optimizing preset parameters to be optimized of the air humidity prediction model to obtain optimal parameters to be optimized, further training based on the optimal parameters to be optimized to construct the air humidity prediction model, wherein the air humidity prediction model is obtained through training RBF neural network, and the preset parameters to be optimized comprise connection weights in the network. The air humidity prediction model is established by optimizing Gauss-Newton algorithm through ant colony algorithm and further optimizing RBF neural network.
As shown in fig. 4, the RBF neural network of the present invention converts an input space into an hidden space non-linearly, and converts the hidden space into an output space linearly. Constructing an RBF neural network using formula (1), whereinYRepresenting the output of the RBF neural network,
Figure SMS_88
for hiding the number of layers +.>
Figure SMS_91
Is the network ofiConnection weights of hidden layer nodes and output nodes, all connection weights in the network ∈>
Figure SMS_94
Component vector->
Figure SMS_89
Figure SMS_90
Is the network ofiCenter point of activation function of each hidden layer node, center point of all activation functions in network +.>
Figure SMS_93
Component vector->
Figure SMS_96
Figure SMS_86
Is an input data vector for a network, wherein +.>
Figure SMS_92
Figure SMS_95
Coefficients of a linear polynomial, +.>
Figure SMS_97
As a hidden layerThe activation function is represented by formula (2), wherein +.>
Figure SMS_87
Is the network ofiVariance of gaussian function of each hidden layer node.
Figure SMS_98
Figure SMS_99
The invention optimizes Gauss-Newton algorithm by ant colony algorithm to further optimize weight of RBF neural network
Figure SMS_100
. The optimization objective function of the invention is as follows:
Figure SMS_101
wherein ,
Figure SMS_118
namely, the connection weight +.>
Figure SMS_107
Vectors of composition, also->
Figure SMS_114
Dimension to optimize variable->
Figure SMS_105
Is about->
Figure SMS_116
Is a multiple function of->
Figure SMS_109
Is a->
Figure SMS_117
The dimension vector maps to a non-linear function of the scalar. For variables->
Figure SMS_108
Optimizing, i.e. finding a set of suitable +.>
Figure SMS_111
So that the objective function is optimized->
Figure SMS_103
Minimum. We can give a set of initial values +.>
Figure SMS_112
Then use +.>
Figure SMS_102
Local properties around the initial value, i.e. around the initial value +.>
Figure SMS_110
How to change can be made +.>
Figure SMS_106
Smaller and then the change increment of the initial value is obtained +.>
Figure SMS_113
By iteration, when->
Figure SMS_104
When it is small enough, we find the optimal network weight +.>
Figure SMS_115
The specific optimization process is as follows:
first, initializing the weight of RBF neural network
Figure SMS_119
And set training error +.>
Figure SMS_120
So that there are:
Figure SMS_121
in the formula ,
Figure SMS_122
representing model training errors; the following optimizing iterative process is provided, namely, the specific process of optimizing Gauss-Newton algorithm and further optimizing RBF neural network by ant colony algorithm is as follows:
step C1: parameter vector to be optimized based on preset parameter composition to be optimized
Figure SMS_123
In combination with the objective function of the air humidity prediction model, given an initial value +.>
Figure SMS_124
Delta->
Figure SMS_125
The following steps are iteratively performed:
step C1.1: based on the parameter vector to be optimized
Figure SMS_126
Combining with an objective function of an air humidity prediction model to obtain a jacobian matrix corresponding to a parameter vector to be optimized in the current iteration>
Figure SMS_127
And air humidity prediction model error->
Figure SMS_128
Figure SMS_129
Represent the firstnCorresponding parameter vectors to be optimized in the secondary iteration;
step C1.2: jacobian matrix corresponding to parameter vector to be optimized in current iteration
Figure SMS_130
And air humidity prediction model error->
Figure SMS_131
Obtaining the increment corresponding to the parameter vector to be optimized in the current iteration>
Figure SMS_132
Figure SMS_133
In this embodiment, the expansion optimization objective function is:
Figure SMS_134
wherein ,
Figure SMS_135
is->
Figure SMS_138
About->
Figure SMS_142
Is at +.>
Figure SMS_137
The value of the place>
Figure SMS_139
Known as gradient or jacobian. In this formula, only->
Figure SMS_141
Is a variable->
Figure SMS_145
Is a defined vector,/->
Figure SMS_136
And
Figure SMS_140
are all determined, so this is a rule +.>
Figure SMS_143
As a quadratic function of the variables. And quadratic termIs positive, the function has a minimum. The condition for taking the minimum value is that the formula is for +.>
Figure SMS_144
Is equal to zero, i.e.:
Figure SMS_146
and (3) solving to obtain:
Figure SMS_147
;/>
and (3) recording:
Figure SMS_148
the delta equation for gauss newton is:
Figure SMS_149
the method comprises the steps of carrying out a first treatment on the surface of the Then->
Figure SMS_150
Step C1.3: aiming at increment corresponding to parameter vector to be optimized in current iteration
Figure SMS_152
Judging->
Figure SMS_156
Whether the data of (a) is smaller than the preset change increment +.>
Figure SMS_159
If->
Figure SMS_153
Wherein each data is smaller than the increment of change +.>
Figure SMS_155
Stopping iteration, and carrying out parameter vector to be optimized in the current iteration>
Figure SMS_157
As optimal parameters to be optimized; if->
Figure SMS_161
The presence data is not less than delta change +.>
Figure SMS_151
Obtaining the optimal increment direction corresponding to the parameter vector to be optimized through the steps a-d>
Figure SMS_154
Further based on the optimal increment direction command
Figure SMS_158
Returning to the step C1.1; in this embodiment, delta +.>
Figure SMS_160
Step a: constructing a directed graph based on a preset number of ants; each node in the directed graph is connected with a preset number of edges representing the increment direction, and the number of the edges is the same as the number of ants;
step b: based on the directed graph, each ant performs direction selection based on the corresponding tabu table and the pheromone of each side representing the increment direction; the first element of the tabu list is the initial placement direction of ants, which is the initial direction of ants
Figure SMS_162
The corresponding point is the center of circle, each ant is placed in the direction of the center of circle;
step c: updating the tabu list, respectively judging whether the tabu list corresponding to each ant contains all the increment directions, if so, ending the current iteration, and executing the step d; if the tabu table corresponding to the ants does not contain all the increments, returning the ants which do not contain all the increments to the executing step b;
step d: the iteration number is added by one, whether the current iteration number reaches the maximum iteration number is judged, if the current iteration number reaches the preset maximum iteration number, the iteration is ended, and the optimal increment direction is obtained based on the current pheromone of each side representing the increment direction; and c, if the maximum iteration number is not reached, updating the pheromone of each side in the directed graph, and returning to the step b.
In this embodiment, an ant colony algorithm is used to find the optimal incremental direction
Figure SMS_165
. Firstly, initializing parameters, enabling an initial time t=0 and an initial cycle number +.>
Figure SMS_168
Setting the maximum number of loops +.>
Figure SMS_170
In this embodiment, the number of ants is 20, because after the number of ants is increased, the effect of positive feedback of information becomes insignificant, and the convergence speed is slow although the randomness of the search is enhanced, which wastes computing resources; on the contrary, the number of ants is small, the randomness of the search is weakened, and the convergence speed is accelerated, but the global performance of the algorithm is reduced, the stability of the algorithm is poor, and the phenomenon of early stagnation is easy to occur. After selecting the number of ants, m=20 ants are added to the current +.>
Figure SMS_164
The point is the circle center, and an ant is put in the direction of every 18 degrees increment, so that every edge on the directed graph is [ ]i,l) Is>
Figure SMS_166
, wherein cRepresents a preset constant and the initial moment +.>
Figure SMS_167
. The first element of the taboo table of each ant is set to be it +.>
Figure SMS_169
The point is the direction at the center of the circle. At this time, the amount of pheromones on each path is equal, and then each ant inspires according to the amount of residual pheromones on the pathThe formula information selects one direction independently, at time t, antsvFrom direction ofiTransfer to directionlProbability of->
Figure SMS_163
:/>
Figure SMS_171
wherein ,
Figure SMS_172
representing antsvThe next step allows the selected direction set, and the taboo table records antsvThe current direction of travel. The tabu table pointer is modified, i.e. after selection, the ant is moved to a new element and the element is moved to the individual tabu table of the ant. When (when)rWhen all directions are added into the tabu list, i.e. all directions are added into the tabu list, antsvOne round of trip is completed;
Figure SMS_173
Is an index weight used for adjusting the importance of pheromone and distance. In the formula->
Figure SMS_174
Is a heuristic factor representing the direction of antsiTransfer to directionlTo a desired extent. In the ant colony algorithm, < >>
Figure SMS_175
In general direction of orientationiStep length and direction of (2)lReciprocal of the distance between the steps. After all ants complete one round trip, the pheromone on each path is updated according to the following formula:
Figure SMS_176
Figure SMS_177
wherein ,
Figure SMS_178
indicating the evaporation coefficient of the pheromone on the path, +.>
Figure SMS_179
A persistence coefficient representing a pheromone;
Figure SMS_180
Representing the middle edge of the iterationiTo the point oflIncrement of upper pheromone,/->
Figure SMS_181
Represent the firstvOnly ants stay on the side in this iterationiTo the point oflThe amount of pheromone. If ants arevWithout passing by edgeiTo the point oflThen->
Figure SMS_182
The value of (2) is zero.
Figure SMS_183
Expressed as:
Figure SMS_184
wherein ,Qin order to set a positive constant value in advance,
Figure SMS_185
represent the firstvOnly ants walk the step length of the path in the optimizing process.
The specific iteration steps of the ant colony algorithm are as follows:
(1) For each ant, selecting a direction element according to the probability calculated by the state transition probability formula (3) by each ant based on the tabu table corresponding to each antlAnd proceeding, i.e. selecting the direction with highest probability based on the probability formulalAdvancing;
(2) Modifying the tabu list pointer, namely moving ants to a new element, namely a new direction after the ants are selected, and adding the direction into the tabu list of the ants;
(3) If it isrAll are added in the directionWhen entering the taboo table, antsvOne trip is completed and the process jumps to (4); if it isrThe directions are not all added to the tabu list, and the process jumps to (1);
(4) Updating the pheromone on each path according to the formula (4) and the formula (5), namely updating the pheromone in each direction;
(5) The number of cycles is increased by one;
(6) If the end condition is satisfied, i.e. if the number of cycles
Figure SMS_186
The circulation is finished, and an optimization result is output, namely, the path direction with the highest final information quantity is the optimal increment direction; otherwise, the tabu list is cleared and the process jumps to (1).
Searching for optimal increment direction according to the flow chart of FIG. 3, and iterating until reaching the preset cycle number to obtain the optimal increment direction
Figure SMS_187
The best +.>
Figure SMS_188
Step D: based on the predicted air humidity data sequences corresponding to the grid areas respectively, taking the average value of the air humidity data of the grid areas at the same sampling time as the predicted air humidity of the target area at the sampling time, and obtaining the predicted air humidity of the target area in a preset future time period taking the current time as the starting point.
The system based on the GN-RBF-based air humidity prediction method comprises a data acquisition module, a data processing module, an air humidity prediction module and an air humidity output module;
aiming at the target area, based on a preset sampling interval and preset grid division, the data acquisition module is used for acquiring air humidity data respectively corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area; removing abnormal air humidity data, filling sequence vacant air humidity data, and updating air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area;
the data processing module is used for carrying out normalization processing on air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid region in the target region, and then carrying out space-time matching to obtain an air humidity data sequence corresponding to each grid region;
the air humidity prediction module is used for obtaining a predicted air humidity data sequence corresponding to each grid region by using an air humidity prediction model taking the air humidity data sequence corresponding to each grid region in a preset historical time period taking the current moment as an end point as input and taking the air humidity data sequence corresponding to each grid region in a preset future time period taking the current moment as a starting point as output based on the air humidity data sequence corresponding to each grid region respectively;
the air humidity output module is used for obtaining the predicted air humidity of the target area in a preset future time period by taking the current moment as a starting point by taking the average value of the air humidity data of each grid area at the same sampling moment as the predicted air humidity of the target area at the sampling moment based on the predicted air humidity data sequences respectively corresponding to each grid area.
The terminal of the GN-RBF-based air humidity prediction method comprises a memory and a processor, wherein the memory and the processor are in communication connection, the memory stores computer instructions, and the processor executes the computer instructions, so that the GN-RBF-based air humidity prediction method is executed.
The invention designs an air humidity prediction method and system based on GN-RBF, and designs a novel Gaussian Newton algorithm, and the searching process is continuously converged by utilizing ant colony optimization and adopting a positive feedback mechanism. The searching process adopts a distributed parallel computing mode, each individual in the ant colony performs computation at the same time, so that the computing capacity and the operating efficiency of the algorithm are greatly improved, the optimal increment direction is finally approximated, and the iteration speed and the iteration accuracy of the Gaussian Newton algorithm are improved.
The invention introduces a single hidden layer radial basis RBF feedforward neural network, the RBF network can approach any nonlinear function, can process the regularity that is difficult to analyze in a system, and compared with the traditional network, the RBF network has good generalization capability, and has the problems of optimally approaching and overcoming local minima. The processed air humidity data is directly used as input, so that training time is saved, and training accuracy is improved.
The GN-RBF network algorithm provided by the invention is a feedforward network with excellent performance, simple framework, obvious global convergence capability and strong generalization capability and universality, can obviously reduce learning time of network learning, obtains more excellent variable weight, and further can ensure the requirement of more rapid prediction of air humidity. The algorithm designed herein can be applied not only to the problem of air humidity prediction, but also embedded in other algorithms. Compared with the traditional air humidity prediction model, the novel Gaussian Newton algorithm designed in the method accelerates the convergence speed of the algorithm and the accuracy of prediction, provides a novel method and thinking for the air humidity prediction problem, and further expands the application depth and breadth of the RBF network.
Although the present invention has been described in detail with reference to the foregoing embodiments, it will be apparent to those skilled in the art that the foregoing embodiments may be modified or equivalents substituted for some of the features thereof. All equivalent structures made by the content of the specification and the drawings of the invention are directly or indirectly applied to other related technical fields, and are also within the scope of the invention.

Claims (9)

1. An air humidity prediction method based on GN-RBF is characterized in that: for the target area, performing the following steps to obtain the predicted air humidity of the target area in a preset future time period taking the current moment as a starting point:
step A: aiming at a target area, acquiring air humidity data respectively corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area based on a preset sampling interval and preset grid division; removing abnormal air humidity data, filling sequence vacant air humidity data, and updating air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area;
and (B) step (B): carrying out normalization processing on air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid region in the target region, and then carrying out space-time matching to obtain an air humidity data sequence corresponding to each grid region;
step C: based on the air humidity data sequences respectively corresponding to the grid areas, an air humidity prediction model is used, wherein the air humidity data sequences respectively corresponding to the grid areas in a preset historical time period taking the current moment as an end point are used as input, the air humidity data sequences respectively corresponding to the grid areas in a preset future time period taking the current moment as a starting point are used as output, and the predicted air humidity data sequences respectively corresponding to the grid areas are obtained;
step D: based on the predicted air humidity data sequences corresponding to the grid areas respectively, taking the average value of the air humidity data of the grid areas at the same sampling time as the predicted air humidity of the target area at the sampling time, and obtaining the predicted air humidity of the target area in a preset future time period taking the current time as the starting point.
2. The GN-RBF-based air humidity prediction method as recited in claim 1, wherein: in the step C, aiming at the air humidity prediction model, optimizing the Gauss-Newton algorithm through the ant colony algorithm in the training process, optimizing preset parameters to be optimized of the air humidity prediction model to obtain optimal parameters to be optimized, and further training and constructing the air humidity prediction model based on the optimal parameters to be optimized, wherein the specific process is as follows:
step C1: parameter vector to be optimized based on preset parameter composition to be optimized
Figure QLYQS_1
In combination with the objective function of the air humidity prediction model, the following steps are iteratively executed:
step C1.1: based on the parameter vector to be optimized
Figure QLYQS_2
Combining with an objective function of an air humidity prediction model to obtain a jacobian matrix corresponding to a parameter vector to be optimized in the current iteration>
Figure QLYQS_3
And air humidity prediction model error->
Figure QLYQS_4
Figure QLYQS_5
Represent the firstnCorresponding parameter vectors to be optimized in the secondary iteration;
step C1.2: jacobian matrix corresponding to parameter vector to be optimized in current iteration
Figure QLYQS_6
And air humidity prediction model error->
Figure QLYQS_7
Obtaining the increment corresponding to the parameter vector to be optimized in the current iteration>
Figure QLYQS_8
Figure QLYQS_9
Step C1.3: aiming at increment corresponding to parameter vector to be optimized in current iteration
Figure QLYQS_11
Judging->
Figure QLYQS_14
Whether the data of (a) is smaller than the preset change increment +.>
Figure QLYQS_17
If->
Figure QLYQS_12
Wherein each data is smaller than the increment of change +.>
Figure QLYQS_15
Stopping iteration, and carrying out parameter vector to be optimized in the current iteration>
Figure QLYQS_16
As optimal parameters to be optimized; if->
Figure QLYQS_18
The presence data is not less than delta change +.>
Figure QLYQS_10
B, obtaining the optimal increment direction corresponding to the parameter vector to be optimized through the steps a-d, and further enabling ++based on the optimal increment direction>
Figure QLYQS_13
Returning to the step C1.1;
step a: constructing a directed graph based on a preset number of ants; each node in the directed graph is connected with a preset number of edges representing the increment direction, and the number of the edges is the same as the number of ants;
step b: based on the directed graph, each ant performs direction selection based on the corresponding tabu table and the pheromone of each side representing the increment direction; the first element of the tabu list is the initial placement direction of ants, which is the initial direction of ants
Figure QLYQS_19
The corresponding point is the center of circle, each ant is placed in the direction of the center of circle;
step c: updating the tabu list, respectively judging whether the tabu list corresponding to each ant contains all the increment directions, if so, ending the current iteration, and executing the step d; if the tabu table corresponding to the ants does not contain all the increments, returning the ants which do not contain all the increments to the executing step b;
step d: the iteration number is added by one, whether the current iteration number reaches the maximum iteration number is judged, if the current iteration number reaches the preset maximum iteration number, the iteration is ended, and the optimal increment direction is obtained based on the current pheromone of each side representing the increment direction; and c, if the maximum iteration number is not reached, updating the pheromone of each side in the directed graph, and returning to the step b.
3. The GN-RBF-based air humidity prediction method as recited in claim 1, wherein: the air humidity prediction model is obtained by training an RBF neural network.
4. The GN-RBF-based air humidity prediction method as claimed in claim 2, wherein: the preset parameters to be optimized comprise the connection weights in the network.
5. The GN-RBF-based air humidity prediction method as recited in claim 1, wherein: in the step A, abnormal air humidity data are removed through an isolated forest method, and a front-back data filling method is adopted to fill in sequence vacant air humidity data.
6. The GN-RBF-based air humidity prediction method as claimed in claim 5, wherein: in the step A, abnormal air humidity data is removed by an isolated forest method, and the specific process is as follows:
step A1: constructing a preset number of isolated trees aiming at air humidity data respectively corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area;
step A2: based on the constructed preset quantity of isolated trees, taking air humidity data corresponding to one sampling moment of one grid area as one sample, and obtaining anomaly scores corresponding to the samples respectively through the following formulas:
Figure QLYQS_20
wherein ,
Figure QLYQS_21
Figure QLYQS_22
in the formula ,
Figure QLYQS_40
representation->
Figure QLYQS_25
Sample ∈ in the individual samples>
Figure QLYQS_36
At the corresponding anomaly score, ++>
Figure QLYQS_38
For sample->
Figure QLYQS_42
From root node to sample in an orphan tree->
Figure QLYQS_41
Path length of the leaf node where +.>
Figure QLYQS_43
For sample->
Figure QLYQS_28
From root node to sample in all orphaned trees ≡ ->
Figure QLYQS_31
Path Length expected value of the located leaf node, < >>
Figure QLYQS_23
For use->
Figure QLYQS_35
Constructing an average path length of an isolated tree by using the samples;
Figure QLYQS_24
For sample->
Figure QLYQS_39
From the root node of the tree to sample->
Figure QLYQS_27
The number of edges experienced during the leaf node;
Figure QLYQS_32
Representation and sample->
Figure QLYQS_29
The same number of samples at a leaf node, +.>
Figure QLYQS_33
Representation +.>
Figure QLYQS_30
Constructing an average path length of an isolated tree by the strip sample;
Figure QLYQS_37
For harmonizing the number, add>
Figure QLYQS_26
Figure QLYQS_34
Is Euler constant;
step A3: and removing samples which do not meet the preset abnormal score based on the abnormal score corresponding to each sample.
7. The GN-RBF-based air humidity prediction method as recited in claim 1, wherein: in the step B, for the air humidity data corresponding to each sampling time in the preset historical time period with the current time as the end point in each grid area in the target area, specifically, the following steps are executed to perform normalization processing:
Figure QLYQS_44
in the formula ,
Figure QLYQS_45
for normalized air humidity data, +.>
Figure QLYQS_46
For raw air humidity data, +.>
Figure QLYQS_47
Maximum value in air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point for each grid area>
Figure QLYQS_48
And the minimum value in the air humidity data corresponding to each sampling time in the preset historical time period taking the current time as the end point is used for each grid area.
8. A system based on the GN-RBF based air humidity prediction method as recited in any of claims 1 to 7, characterized by: the system comprises a data acquisition module, a data processing module, an air humidity prediction module and an air humidity output module;
aiming at the target area, based on a preset sampling interval and preset grid division, the data acquisition module is used for acquiring air humidity data respectively corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area; removing abnormal air humidity data, filling sequence vacant air humidity data, and updating air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid area in the target area;
the data processing module is used for carrying out normalization processing on air humidity data corresponding to each sampling time in a preset historical time period taking the current time as an end point in each grid region in the target region, and then carrying out space-time matching to obtain an air humidity data sequence corresponding to each grid region;
the air humidity prediction module is used for obtaining a predicted air humidity data sequence corresponding to each grid region by using an air humidity prediction model taking the air humidity data sequence corresponding to each grid region in a preset historical time period taking the current moment as an end point as input and taking the air humidity data sequence corresponding to each grid region in a preset future time period taking the current moment as a starting point as output based on the air humidity data sequence corresponding to each grid region respectively;
the air humidity output module is used for obtaining the predicted air humidity of the target area in a preset future time period by taking the current moment as a starting point by taking the average value of the air humidity data of each grid area at the same sampling moment as the predicted air humidity of the target area at the sampling moment based on the predicted air humidity data sequences respectively corresponding to each grid area.
9. A terminal of an air humidity prediction method based on GN-RBF, characterized in that: the air humidity prediction method based on the GN-RBF comprises a memory and a processor, wherein the memory and the processor are in communication connection, the memory stores computer instructions, and the processor executes the computer instructions, so that the air humidity prediction method based on the GN-RBF is executed by the processor.
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