CN110516733A - A kind of Recognition of Weil Logging Lithology method based on the more twin support vector machines of classification of improvement - Google Patents
A kind of Recognition of Weil Logging Lithology method based on the more twin support vector machines of classification of improvement Download PDFInfo
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Abstract
The invention discloses a kind of based on the Lithology Identification Methods for improving more twin support vector machines of classification, Lithology Discrimination is the basis for recognizing stratum and solving reservoir parameter, it is influenced by geological environment complexity and heterogeneity, there is a large amount of information redundancy and data set distribution between class imbalance problem between log, criteria classification algorithm is unable to satisfy actual demand.For existing criteria classification algorithm poor fault tolerance, identification lithology is single and can not effectively overcome the problems, such as unbalanced between class, the present invention utilizes over-sampling data, more conducively trained the data set for improving more twin support vector machines of classification, it is proposed that a kind of new fuzzy membership function improves twin support vector machines, so that improved twin support vector machines is particularly suited for training log data, the accuracy rate of Lithology Discrimination is effectively increased.
Description
Technical field
It is in particular to a kind of based on the more twin support vector machines of classification of improvement the present invention relates to petroleum exploration domain
Recognition of Weil Logging Lithology method.
Background technique
Lithology Discrimination is one of important process of logging Reservoir Evaluation, and fine lithology classification is to determine the exhibition of target area space
The reliable basis of cloth.Rock core is the best source of lithological information, but since the availability of rock core is limited, therefore pass through well logging
Physics rock property is measured, is had very by there is the well logging information of core well (training well) to carry out prediction to the lithology for unminding well
Important meaning.But since depositional environment complexity causes log parameter distribution more fuzzy, various complicated rocks can not be clearly distinguished
Property, and a plurality of log response causes its correlation higher often there is a large amount of information redundancy.Moreover, real
Border geological condition is complicated, and a certain area may be mainly made of two or three kind of lithology, causes data set imbalance problem, to fine
Lithology classification bring huge challenge.Lithology Discrimination is a typical high dimensional nonlinear mode identification procedure.Criteria classification
Algorithm is designed to the distribution of balance class, usually can not effectively solve imbalance problem between class, lead to the class that data volume is small
Classifying quality is poor.Existing cluster, neural network and traditional support vector machine scheduling algorithm can not effectively overcome imbalance between class to ask
Topic.
Summary of the invention
The technical problem to be solved by the present invention is in order to overcome the shortcomings in the prior art, the present invention provides a kind of accurate
Rate is high based on the Recognition of Weil Logging Lithology method for improving more twin support vector machines of classification.
The technical solution adopted by the present invention is that: it is a kind of based on the Recognition of Weil Logging Lithology for improving more twin support vector machines of classification
Method, it is characterised in that the following steps are included:
Step 1: by data class sample over-sampling small in data set T, obtaining the new data set T' of all kinds of balances;
Step 2: new data set T' being pre-processed, and makes label, indicates that the label of k class lithology, k are with 0~k-1
New log data collection is divided into training set and test set by the positive integer more than or equal to 1;
Step 3: designing a kind of new fuzzy membership function, two classification that construction obscures twin support vector machines are super flat
The optimization method in face obscures twin support vector machines knot by " one-to-one " more classification policies and using new fuzzy membership function
It closes;
If matrixWithThe data sample of positive class and negative class is respectively indicated, wherein matrix A and B's is every
A line respectively indicates a data sample, m1Indicate the data sample number of positive class, m2Indicate that the sample number of negative class, n are data sample
Dimension, the center of positive classThe center of negative classDistance d of the positive class each point away from its central pointA=| | Ai-CA|
|, distance d of the negative class each point away from its central pointB=| | Bi-CB| |, positive class radius rA=max | Ai-CA|, negative class radius rB=max |
Bi-CB|,AiFor a certain sample, B in AiFor a certain sample in B;
For i, i=1,2 ... each in data set, m1+m2, the fuzzy membership S that is proposediIt is as follows:
δ=10 in formula-5;
Wherein, the optimization method of two hyperplane is as follows:
In formula, w(1)For the weight matrix of first kind sample, w(2)For the weight matrix of the second class sample, b(1)For the first kind
The bias matrix of sample, b(2)For the bias matrix of the second class sample, x is sample data, SA、SBRespectively indicate the mould of every class sample
Paste degree of membership, e1、e2It is the vector that element value is 1, ξ and η are slack variable, ξ > 1, η > 1, c1、c2The class that is positive respectively and negative
The penalty factor of class, c1> 0, c2> 0;
Wherein, " one-to-one " classification policy log data inputs in classifier respectively, and each classifier is to a kind of lithology class
It is not predicted, acquired results use " temporal voting strategy ": if the judgement of classifier 1 show that some lithology test data belongs to lithology 1,
Then the poll of lithology 1 adds 1, finally counts each classification number of votes obtained, and test data final result belongs to the most lithology of poll
Classification;
Step 4: model training is carried out on the training set obtained in step 2, and the penalty factor of positive class and negative class is set, according to
According to the optimization method of two hyperplane, best w and b value is found;
Step 5: test model recognition performance on test set in step 2, continuous iteration tests collection, if rear an iteration
Recognition accuracy is lower than preceding an iteration recognition accuracy then return step 4, resets the penalty factor of positive class and negative class, if
An iteration recognition accuracy is higher than preceding an iteration recognition accuracy afterwards, then the punishment of the positive class and negative class of record this time setting
Factor value, when front and back iteration recognition accuracy error stablize within 0.001, then stop iteration.
Beneficial outcomes of the invention are:
(1) more twin support vector machines Lithology Identification Methods of classification are improved not need compared with the methods of existing cross plot
The artificial selection for carrying out log, but after entering data into, algorithm realizes the comprehensive analysis of log automatically, avoids
The uncertain influence to Lithology Discrimination accuracy rate of complicated manual features selection.
(2) improve more twin support vector cassification algorithms of classification can be improved compared with existing traditional classification algorithm
The few lithology classification accuracy rate of sample number makes general lithology predictablity rate more rationally, accurately.
Detailed description of the invention
Fig. 1 is that the present invention is based on the Lithology Discrimination flow charts for improving more twin support vector machines of classification, including data to locate in advance
Reason, data set divide, find optimal solution and verifying collection verifying etc..
Fig. 2 is " one-to-one " more classification policy method schematic diagrams, explains two classification problems being extended to more classification problems
Concrete methods of realizing, log data is inputted in classifier respectively, each classifier predicts a kind of lithology classification, system
Each classification number of votes obtained is counted, test data final result belongs to the most lithology classification of poll.
Specific embodiment
The present invention is described in detail below in conjunction with attached drawing.Fig. 1 is overall flow figure of the invention.Tool of the invention
Body implementation steps are as follows:
Step 1: by data class sample over-sampling small in data set T, obtaining the new data set T' of all kinds of balances, specifically adopt
Quadrat method are as follows:
(1) assume that original data set T there are two class data, respectively P={ p1,p2..., pi,…,pn, N={ n1,n2,…,
ni,…,nm, and n < m;
(2) P={ p is found out1,p2..., pi,…,pnCentral point P ' in set.Calculate separately P ' and { p1,p2...,
pi..., pn } in each data point Euclidean distance, obtain P ' with apart from K nearest data point;
(3) s sample is selected to be denoted as { p from K neighbour's sample1,p2... ps, and s < K < n, respectively in P ' and { p1,
p2... psBetween carry out linear interpolation.Linear interpolation rule are as follows: synthesize new sample Sj=pi+rj×dj, j=1,2 ..., s,
Middle djFor P ' and { p1,p2... psBetween distance, r indicate 0 and 1 between random number;
(4) by the new data point S of synthesisjIt is added to original data set P={ p1,p2..., pnIn, form new training sample
T′;
Step 2: the log data that step 1 is obtained pre-processes, and makes label.
Normalize formula are as follows:
In formula, xiI-th of sample before indicating normalization, xi' indicate i-th of sample after normalization, ximinIndicate data
Concentrate minimum value, ximaxIndicate maximum value in data set.
Log data lithology label is converted into one-hot coding form, such as: lithology classification totally 9 class, marine facies siltstone page
Rock is the 4th class, and original tag 3, one-hot coding form label is [0,0,0,1,0,0,0,0].
Step 3: design a kind of new fuzzy membership function:
If matrixWithThe data sample of positive class and negative class is respectively indicated, wherein matrix A and B's is every
A line respectively indicates a data sample, m1Indicate the data sample number of positive class, m2Indicate that the sample number of negative class, n are data sample
Dimension, the center of positive classThe center of negative classDistance d of the positive class each point away from its central pointA=| | Ai-CA|
|, distance d of the negative class each point away from its central pointB=| | Bi-CB| |, positive class radius rA=max | Ai-CA|, negative class radius rB=max |
Bi-CB|。
For i, i=1,2 each in data set ..., m1+m2, the fuzzy membership S that is proposediIt is as follows:
δ=10 in formula-5。
Fig. 2 is " one-to-one " classification policy schematic diagram, method particularly includes:
(1) more twin support vector machine classifiers of classification will be improved to be arranged between any two classes lithology sample, 9 classifications
Sample need classifier number be 36;
(2) when being tested, test set data are inputted respectively in the more twin support vector machine classifiers of classification of improvement, often
A classifier predicts a kind of lithology classification;
(3) acquired results use " temporal voting strategy ": if the judgement of classifier 1 show that some lithology test data belongs to lithology 1,
Then the poll of lithology 1 adds 1, finally counts each classification number of votes obtained, and test data final result belongs to the most lithology of poll
Classification.
Step 4: model training is carried out on the training set obtained in step 2, and the penalty factor of positive class and negative class is set, according to
According to the optimization method of two hyperplane, best w and b value is found;
Wherein, the optimization method of two hyperplane is as follows:
In formula, SA、SBRespectively indicate the fuzzy membership of every class sample, e1、e2It is the vector that element value is 1, ξ and η are
Slack variable, ξ > 1, η > 1, c1、c2The penalty factor of the class that is positive respectively and negative class, c1> 0, c2> 0;Formula (1) and formula (2)
Dual problem is respectively as follows:
Wherein, H=[A, e1], G=[B, e2], a and γ are Lagrange multiplier vectors.
When data set is Nonlinear separability.Introduce nuclear matrixRequired classifying face
For K (xT,CT)u(1)+b(1)=0 and K (xT,CT)u(2)+b(2)=0, C=[A, B]T, K (X, X ') is kernel function.Optimization problem is
Enable S=[K (A, CT),e1], R=[K (B, CT),e2], dual problem are as follows:
Step 5: test model recognition performance on test set in step 2, continuous iteration tests collection, if rear an iteration
Recognition accuracy is lower than preceding an iteration recognition accuracy then return step 4, resets the penalty factor of positive class and negative class, if
An iteration recognition accuracy is higher than preceding an iteration recognition accuracy afterwards, then the punishment of the positive class and negative class of record this time setting
Factor value, when front and back iteration recognition accuracy error stablize within 0.001, then stop iteration.
Claims (1)
1. a kind of based on the Recognition of Weil Logging Lithology method for improving more twin support vector machines of classification, it is characterised in that including following step
It is rapid:
Step 1: by data class sample over-sampling small in data set T, obtaining the new data set T' of all kinds of balances;
Step 2: new data set T' is pre-processed, and makes label, indicates the label of k class lithology with 0~k-1, k be greater than
New log data collection is divided into training set and test set by the positive integer equal to 1;
Step 3: designing a kind of new fuzzy membership function, construction obscures two Optimal Separating Hyperplanes of twin support vector machines
Optimization method, by " one-to-one " more classification policies and obscuring in conjunction with twin support vector machines using new fuzzy membership function;
If matrixWithThe data sample of positive class and negative class is respectively indicated, wherein every a line of matrix A and B
Respectively indicate a data sample, m1Indicate the data sample number of positive class, m2Indicate that the sample number of negative class, n are data sample dimension
Degree, the center of positive classThe center of negative classDistance d of the positive class each point away from its central pointA=| | Ai-CA| |,
Distance d of the negative class each point away from its central pointB=| | Bi-CB| |, positive class radius rA=max | Ai-CA|, negative class radius rB=max | Bi-
CB|, AiFor a certain sample, B in AiFor a certain sample in B;
For i, i=1,2 ... each in data set, m1+m2, the fuzzy membership S that is proposediIt is as follows:
δ=10 in formula-5;
Wherein, the optimization method of two hyperplane is as follows:
In formula, w(1)For the weight matrix of first kind sample, w(2)For the weight matrix of the second class sample, b(1)For first kind sample
Bias matrix, b(2)For the bias matrix of the second class sample, x is sample data, SA、SBRespectively indicate the fuzzy person in servitude of every class sample
Category degree, e1、e2It is the vector that element value is 1, ξ and η are slack variable, ξ > 1, η > 1, c1、c2The class that is positive respectively and negative class
Penalty factor, c1> 0, c2> 0;
Wherein, " one-to-one " classification policy log data inputs in classifier respectively, each classifier to a kind of lithology classification into
Row prediction, acquired results use " temporal voting strategy ": if the judgement of classifier 1 show that some lithology test data belongs to lithology 1, rock
The poll of property 1 adds 1, finally counts each classification number of votes obtained, test data final result belongs to the most lithology classification of poll;
Step 4: carrying out model training on the training set obtained in step 2, the penalty factor of positive class and negative class is set, according to two
The optimization method of a hyperplane finds best w and b value;
Step 5: test model recognition performance on test set in step 2, continuous iteration tests collection, if rear an iteration identification
Accuracy rate is lower than preceding an iteration recognition accuracy then return step 4, the penalty factor of positive class and negative class is reset, if latter
Secondary iteration recognition accuracy is higher than preceding an iteration recognition accuracy, then the penalty factor of the positive class and negative class of record this time setting
Numerical value, when front and back iteration recognition accuracy error stablize within 0.001, then stop iteration.
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CN113780346B (en) * | 2021-08-06 | 2023-06-16 | 中国科学技术大学 | Priori constraint classifier adjustment method, system and readable storage medium |
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