# Effective Emotion Recognition Technique in NLP Task over Nonlinear Big Data Cluster

Authors: Woo Hyun Park; Dong Ryeol Shin; Nawab Muhammad Faseeh Qureshi
Journal: Wireless Communications and Mobile Computing
 (2021)

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## Abstract

Human-to-human communication can be achieved not only by body language but also by high-level language. Moreover, information can be conveyed in writing. In particular, the high-level and specific process of logical thinking can be expressed in writing. Text is data that we encounter daily, and there are hidden patterns in it. A person’s cognitive activity, that is, text data, contains the author’s emotions. In the existing text analysis method, simply using the frequency of words has limited interpretability. The model proposed in this paper is a nonlinear emotion system based on emotion to increase document diversity. The purpose is to effectively converge features by assigning weights to a nonlinear function with existing training and learning methods. Our study used the confusion matrix, an area under the receiver operating characteristic curve, and F1-score as evaluation methods. This research created a new error function and measured emotions. The accuracy was 0.9447, and the model’s receiver operating curve peak was 0.9845, which is somewhat similar to that of TF-IDF in the evaluation.


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## Body

## 1. Introduction

What makes humans different from animals is that they have a high level of wisdom and cognitive activity. A typical example of this is linguistic elements. They can communicate with each other and also convey information through writing. We encounter textual data daily, and patterns are hidden in it. As a representative example, the writing tasks commonly used can extract SMS and spam mail. Text data contain the emotions of the author. It is unlikely for robots to have better cognitive abilities than humans in the future. However, with the advent of AI and the digital age, robots will analyze human texts accurately. Various natural language processing (NLP) techniques have been studied to analyze human-written documents. A typical example is the term frequency-inverse document frequency (TF-IDF) model. However, in this existing text analysis method, simply using the frequency of words has a limited meaning. Several NLP models have been studied to solve this problem. Reference [1] proposed using information from latent Dirichlet allocation (LDA) topic distribution and word frequency. In this paper, we propose the emotion nonlinear system model to solve the problem of increased performance. The proposed ENLS model contributes to the error by analyzing and transforming the sentiment of spam mail.The contributions of the models proposed in this paper are as follows.(i)
Create a new error function(ii)
Measure the emotion included in the text(iii)
Narrow the gap performance between testing and training data with computational efficiency


## 2. Theory and Related Research

Various NLP techniques have been studied.Reference [2] conducted a study on text similarity using Arabic. Correlations were calculated after collation with the original using support vector machine (SVM) and stochastic gradient descent (SGD), naïve Bayes, and 10 algorithms. The experimental results were good in Farasa and Qalsadi Lemmatizer.Reference [3] used the TF-IDF model to analyze the Chinese Imperial Encyclopedia. In addition, detection algorithms were used to classify subjects, and Ochiai Coefficient and topological networks were also built. The results of the experiment confirmed that the distribution according to the subject was cyclical.Reference [4] used machine learning and HHO to classify people who spread false information. Specifically, algorithms were compared and analyzed using user profiles, content, and word frequency. The experimental results showed that the logistic regression model had the best performance in classifying false information.Reference [5] attempted to understand human emotions using emotional techniques. Features were extracted using TF-IDF, SIMON, affective space, and sentient information. Next, ranking statistics tests were conducted on five different datasets, and the proposed method effectively improved the performance.Reference [6] attempted to analyze detailed emotional states using machine learning in Arabic. The techniques used in the study were TF-IDF and BERT, and the result of measuring the F1-score obtained the best performance.Reference [7] classified texts on Urdu-speaking social media using convolutional, recurrent, and deep neural networks (CNN, RNN, and DNN, respectively). Experimental evaluation of TF-IDF and Wod2Vec resulted in over 80% accuracy using DNN.Reference [8] proposed a system for automatically classifying Quranic passages. For classification, the Quran was preprocessed to train a corpus with ensemble multiple labels, followed by TF-IDF and Word2Vec and SVM, logistic regression, and random forest classifiers. The results of the experiment showed that the ensemble model performed best.Reference [9] presented a method of combining a deep learning model with statistical methods to grasp the meaning of all languages in the world. Specifically, Jaccard coefficients were calculated using the TF-IDF and CNN algorithms to reduce the granularity of feature extraction.Reference [10] proposed a model using GloVe and recurrent CNN to supplement the problems of the existing TF-IDF method and LDA used in plagiarism detection. This was effective in analyzing the sentence structure of Arabic.Reference [11] used deep neural networks and trigrams to identify derogatory texts. Three language models and ten supervised and unsupervised learning and training functions were evaluated. The derogatory text was calculated with an accuracy of approximately 95% or more.Reference [12] tracked attitudes and emotions by analyzing articles uploaded online to help the medical industry. The TFIDF was improved, and weights were given in the text filtering and emotion dictionaries. It showed better accuracy than the TF-IDF.


## 3. ENLS Model

### 3.1. Motivation

Documents contain people’s emotions. It was intended to analyze the terms in documents to create a unique vector and calculate the emotion to create and analyze the emotion vector. By utilizing the identified features, the features corresponding to positive and negative emotions used in the document were quantified and weighted. Previous related studies are described in the following. Reference [13] investigated the effect of weights on the learning rate. As a result, it was confirmed that the parameter does not affect the normalization and is dependent on the y of the batch normalization. The regularization equation used in this paper was as follows [13]:
(1)Lλw=Lw+λw22.In our study, we also conducted training using regularization.Reference [14] used k-nearest neighbors and TF-IDF for text classification to determine k influencing classification performance and show the advantages and disadvantages and reliably obtained good results, emphasizing the importance of preprocessing the data.The expression for TF-IDF is given by [14]
(2)aij=tfijidfi=tfij×log2Ndfi.Reference [15] compared the linear discriminant analysis with logistic regression and found that logistic regression was superior, given as [15]
(3)px=PrEx=11+exp−α−β′x.Therefore, in our study, logistic regression was used.Reference [16] emphasized the importance of statistical error functions when evaluating models. The results of its experiments with the Black–Scholes model were as follows. It argued that the evaluation function used to evaluate the model should be the same. It was found that PBS had a greater effect on the performance of the model than root mean squared error (RMSE) and was more generalized.Reference [17] was aimed at understanding the housing market situation by collecting real estate news articles corresponding to housing market prices. To analyze the articles, the TF-IDF, a weight model, and n-gram were applied.Reference [18] proposed various methods for finding weights using terms, documents, and class frequencies to automatically classify posts on blog sites without the hassle of manual work.Reference [19] conducted a study to measure the degree of similarity with summary texts for biomedical papers by effectively assigning document weights. A higher level of performance was derived than when using the TF-IDF model.Reference [20] proposed a weighting model based on whether keywords reappeared and changed to improve search performance for patent papers. Better performance than simple frequency and IDF was derived.Reference [21] applied negative word processing using n-gram and corpus-specific term weighting to analyze the sentiment of blog documents. As a result of experiments on both EMFA and SVMMC, n-gram and CSTW showed superior classification performance compared to the TF-IDF model.Reference [22] analyzed comments and judged comments that slander others. In other words, a system for determining whether a comment is malicious or not was implemented. Weights were calculated using TF.Reference [23] divided the population into subgroups using classification and regression tree analysis. Specifically, it investigated the method of calculating the criteria using the Gini impurity function for the prevalence data of influenza vaccination and the error techniques accordingly. The classification results were validated using various versions of the logistic regression model.Reference [24] used data from 72 medical papers to examine logistic regression models and artificial neural networks originating from different fields and compared and analyzed similarities and differences through KNN, decision trees, and machine learning algorithms of SVM.Reference [25] compared the performances of a decision tree, SVM, and ANN using naive Bayes to correctly classify documents. As a result, it was found that naive Bayes performed the best.However, it was confirmed that the performance of logistic regression was much better in the spam document classification performed in this paper.Reference [26] measured the classification accuracy and training time while growing an ensemble of a random forest and compared the performance with that of the SVM algorithm using ETM+data. As a result of the comparison, it was confirmed that the same performance was obtained and it was easier to define than SVM.Reference [27] considered the difference in emotional levels in Korean and quantified emotional intensity using the chi-square statistic. Weight was calculated by dividing the emotional intensity of each sentence by the highest emotion. Learning was performed using SVM, and as a result of the evaluation, the performance was superior to that of the conventional method.Reference [28] inferred the relationship between diseases and symptoms using medical information data. To solve the problem of finding meaningless association rules in medical data, a meaningful association rule was constructed by assigning weights based on TF-IDF. By comparing the rules of medical knowledge and data, the relationship between diseases and symptoms was more effectively identified with the frequent pattern growth algorithm, helping medical staff in decision-making.Reference [29] constructed a recommendation system to help customers choose their book products. Rather than using the existing bibliographic information and user information, meaningful information was extracted from the text content using the TF-IDF model and subject words of the text. The sentence structure was classified into four levels, and weights were calculated. The subject words were extracted more effectively than when simply using the content.Reference [30] classified and ranked socially occurring problems using a machine learning algorithm. It concluded that machine learning algorithms and functions could not be interpreted naturally by humans and could not solve all social problems.Reference [31] predicted consumer opinion for positive feedback on consumer reviews. It used TF-IDF, Word2Vec, BOW, GloVe, etc. to conduct logistic regression, gradient descent, and neural network research. The use of Word2Vec and CNNs produced good classification results for consumer reviews.Reference [32] detected erotic/sexual content by analyzing comments using NLP technology. The technologies used in this research were BOW, TF-IDF, Word2Vec, SVM, and logistic regression. The classification accuracy was 97% using TF-IDF and SVM.Reference [33] improved the DID classifier, a method that uses Gaussian mixture modeling. To classify spoken dialects, it used an n-gram model and LSA and TF-IDF and logistic regression classification to classify dialect-like noise and achieve similar performance to acoustic systems.Reference [34] achieved 93% for KNN, 89% for naive Bayes, 94% for the decision tree, 95% for AdaBoost, 94% for the random forest, and 94% for SVM in the performance evaluation of random spam email classification. Among them, AdaBoost had the highest performance. It has a recall, precision, and F1-measure of 95%, 96%, 96%, and 96%, respectively. The accuracy of the ENLS proposed for classifying spam emails in this paper is 94%.Reference [35] uses Bayesian logistic regression to achieve 93%, hidden naive Bayes to achieve 90%, RBFNetwork to achieve 89%, VotedPerceptron to achieve 92%, LazyBayesianRules to achieve 92%, LogitBoost to achieve 89%, and Nnge to achieve 91% accuracy. The model tree achieved 93% accuracy, and in J48, 92% accuracy was achieved and studied. Among them, the highest accuracy of 94% was achieved using the rotation forest algorithm. Its recall, precision, and F1-measure are 94%, 94%, and 94%, respectively.


### 3.2. Overall Structure

In our study, UCI spam data were collected and used as input.The system for classifying texts by learning the weight error function along with emotions is as follows (see Figure1). The system consists of five modules. The first is a bag-of-words (BOW) module. Spam data were retrieved and preprocessed to classify normal and abnormal mail. It preprocesses unnecessary parts of the research data and makes it a form of learning. Subsequently, the one-hot encoding processes and frequency counts were calculated. After that, the feature was created using equation (2). The second is an emotion-based analysis module. This module analyzes the sentiment of spam data. Third, the results of these preprocessing and emotion analyses were characterized without using them as they were. The fourth was an emotion-based error function that uses ENLS. Finally, classification was performed. Here, En stands for the emotion module. It extracts sentiment from the mail. Prework preprocesses the data to create word frequency features. Alpha represents the weighted value of the emotion. The F1 module vectorizes the emotional words extracted as positive and negative and converts the word frequency feature into a vector. k is defined as a real number. w stands for the weight of the emotion word. The F2 module constrains a limit between the word frequency feature and the sentiment vector, passing a valid value through it. i represents the transformed value into a vector. The ENLSE,R module serves to optimize the transformed matrix.Figure 1
Illustration of the overall system.


### 3.3. ENLS (Emotional Nonlinear System)

We hypothesized that positive words have a positive effect on spam and negative words have a negative effect.The first processing of ENLS was performed through emotion analysis as input. By analyzing the emotion of the spam text data received as input, the emotion value was calculated using the positive and negative words of good and bad, respectively. The emotional expression for this is as follows. The formula for this is given as(4)Ea=α,ifPos,logα,ifNeg.First, if it is positive, it is initialized to the value of alpha. Alpha takes a real value. If it is negative, the value of alpha is logged.


### 3.4. Mixture Emotional Spam Identification

The ENLS process proceeds in the F1 module. The frequency count is preprocessed, and the emotions are weighted in space. This function is given as(5)F1x=TF,E0ω1,ω2,⋯,ων,When the result value of F1 enters the input of module F2, module F2 passes it through using a nonlinear function. The nonlinear function is given by(6)F2i=k∗i,if0k∗ii,i,ifi>0,(7)F2′i=k,if0k∗ii,0,ifi>0.An influence of this characteristic function is that ifi is positive, it has a value of 0 concerning emotion vectors, while if it is negative, it has value k. k is a constant and acts as a parameter. Before entering the input of the ENLS ends, matrices E and R of size m×n are created, and then, the parameters k and i are solved.
(8)R=AB.A vector space is defined to make vectors independent of each other as the dimension ofR vector space R. This is a matrix randomly generated based on the number of ranks of the matrix. The formula for calculating the rank of R is as follows:
(9)ρκR.The expressionENLSE,R is computed by
(10)∑υ,ι∈ΣEυιR−Rυι′2.u and i represent the dimensions of the real space and are calculated as the sum of the squares of the error between the predicted value and this matrix by assigning weights based on the emotion vector.To evaluate this, MSE was used alongside the L2 regularization of equation (1).Let us call thesep and q, as per equation (11).
(11)p=BEuBT+λI,(12)q=BEuRuT.p is the value obtained by multiplying B by the emotion vector, which is an orthogonal matrix, by the product of the transpose matrix of B, and then by lambda multiplied by the identity matrix. The emotion vector was obtained through the F1 module, and the TF vector was obtained. F2 created E and R matrices based on this. Optimization was performed by calculating the number of ranks from the original matrix of the feature, calculating the square error between the calculated and generated matrices from the number of ranks, multiplying the emotion weights, and performing expression learning. Here, lambda is 0.001. q is calculated by multiplying B by the emotion vector, which is an orthogonal matrix, and the transpose matrix of R. While solving p and q, total learning was performed 15 times using the training data and training the feature representation learning in the ENLS system until it converged. The following shows the ENLS algorithm process. To classify spam data, it starts initialization in the form of supervised learning and contains alpha, which is a real value depending on the positive and negative values. It quantifies emotions in the emotional module as a feature of spam. To do this, it vectorizes the bag of words and positive and negative emotions of the preprocessed values. After that, emotions were processed based on thresholds using nonlinear relationships. After that, expression learning was performed by calculating the number of ranks from the original matrix of features created by word frequency, calculating the square error between the calculated and generated matrices from the number of ranks and multiplying by emotion weight. Optimization was performed iteratively until convergence.Algorithm 1: Algorithm of the ENLS model.
Input: Data Set1 Initialization:2    1.x1,y1,⋯,xn,yn3    2.a∈R4 Procedure:5foru,i⟵0tok−1do6      1.Ena⟵PosinEq. (4)7      2.Ena⟵NeginEq. (4)8      3.Feature⟵inEq. (3)9F1⟵BOW,En10end for11 CreatesM×N matrix from F112 According toK,α13ifi∈R>0then14F2⟵usingEq. (6), Eq. (7)15else16F2⟵usingEq. (6), Eq. (7)17end if18 1. CalculaterkRmn19 2.R=AmBn20Repeat21      1.EALSui⟵inEq.(10)22      2.Findp,q⟵inEq. (11) and Eq. (12)23      3.Solve⟵inEq. (11) and Eq. (12)24      4. Convergence25      5.EALSE,R⟵result26


## 3.1. Motivation

Documents contain people’s emotions. It was intended to analyze the terms in documents to create a unique vector and calculate the emotion to create and analyze the emotion vector. By utilizing the identified features, the features corresponding to positive and negative emotions used in the document were quantified and weighted. Previous related studies are described in the following. Reference [13] investigated the effect of weights on the learning rate. As a result, it was confirmed that the parameter does not affect the normalization and is dependent on the y of the batch normalization. The regularization equation used in this paper was as follows [13]:
(1)Lλw=Lw+λw22.In our study, we also conducted training using regularization.Reference [14] used k-nearest neighbors and TF-IDF for text classification to determine k influencing classification performance and show the advantages and disadvantages and reliably obtained good results, emphasizing the importance of preprocessing the data.The expression for TF-IDF is given by [14]
(2)aij=tfijidfi=tfij×log2Ndfi.Reference [15] compared the linear discriminant analysis with logistic regression and found that logistic regression was superior, given as [15]
(3)px=PrEx=11+exp−α−β′x.Therefore, in our study, logistic regression was used.Reference [16] emphasized the importance of statistical error functions when evaluating models. The results of its experiments with the Black–Scholes model were as follows. It argued that the evaluation function used to evaluate the model should be the same. It was found that PBS had a greater effect on the performance of the model than root mean squared error (RMSE) and was more generalized.Reference [17] was aimed at understanding the housing market situation by collecting real estate news articles corresponding to housing market prices. To analyze the articles, the TF-IDF, a weight model, and n-gram were applied.Reference [18] proposed various methods for finding weights using terms, documents, and class frequencies to automatically classify posts on blog sites without the hassle of manual work.Reference [19] conducted a study to measure the degree of similarity with summary texts for biomedical papers by effectively assigning document weights. A higher level of performance was derived than when using the TF-IDF model.Reference [20] proposed a weighting model based on whether keywords reappeared and changed to improve search performance for patent papers. Better performance than simple frequency and IDF was derived.Reference [21] applied negative word processing using n-gram and corpus-specific term weighting to analyze the sentiment of blog documents. As a result of experiments on both EMFA and SVMMC, n-gram and CSTW showed superior classification performance compared to the TF-IDF model.Reference [22] analyzed comments and judged comments that slander others. In other words, a system for determining whether a comment is malicious or not was implemented. Weights were calculated using TF.Reference [23] divided the population into subgroups using classification and regression tree analysis. Specifically, it investigated the method of calculating the criteria using the Gini impurity function for the prevalence data of influenza vaccination and the error techniques accordingly. The classification results were validated using various versions of the logistic regression model.Reference [24] used data from 72 medical papers to examine logistic regression models and artificial neural networks originating from different fields and compared and analyzed similarities and differences through KNN, decision trees, and machine learning algorithms of SVM.Reference [25] compared the performances of a decision tree, SVM, and ANN using naive Bayes to correctly classify documents. As a result, it was found that naive Bayes performed the best.However, it was confirmed that the performance of logistic regression was much better in the spam document classification performed in this paper.Reference [26] measured the classification accuracy and training time while growing an ensemble of a random forest and compared the performance with that of the SVM algorithm using ETM+data. As a result of the comparison, it was confirmed that the same performance was obtained and it was easier to define than SVM.Reference [27] considered the difference in emotional levels in Korean and quantified emotional intensity using the chi-square statistic. Weight was calculated by dividing the emotional intensity of each sentence by the highest emotion. Learning was performed using SVM, and as a result of the evaluation, the performance was superior to that of the conventional method.Reference [28] inferred the relationship between diseases and symptoms using medical information data. To solve the problem of finding meaningless association rules in medical data, a meaningful association rule was constructed by assigning weights based on TF-IDF. By comparing the rules of medical knowledge and data, the relationship between diseases and symptoms was more effectively identified with the frequent pattern growth algorithm, helping medical staff in decision-making.Reference [29] constructed a recommendation system to help customers choose their book products. Rather than using the existing bibliographic information and user information, meaningful information was extracted from the text content using the TF-IDF model and subject words of the text. The sentence structure was classified into four levels, and weights were calculated. The subject words were extracted more effectively than when simply using the content.Reference [30] classified and ranked socially occurring problems using a machine learning algorithm. It concluded that machine learning algorithms and functions could not be interpreted naturally by humans and could not solve all social problems.Reference [31] predicted consumer opinion for positive feedback on consumer reviews. It used TF-IDF, Word2Vec, BOW, GloVe, etc. to conduct logistic regression, gradient descent, and neural network research. The use of Word2Vec and CNNs produced good classification results for consumer reviews.Reference [32] detected erotic/sexual content by analyzing comments using NLP technology. The technologies used in this research were BOW, TF-IDF, Word2Vec, SVM, and logistic regression. The classification accuracy was 97% using TF-IDF and SVM.Reference [33] improved the DID classifier, a method that uses Gaussian mixture modeling. To classify spoken dialects, it used an n-gram model and LSA and TF-IDF and logistic regression classification to classify dialect-like noise and achieve similar performance to acoustic systems.Reference [34] achieved 93% for KNN, 89% for naive Bayes, 94% for the decision tree, 95% for AdaBoost, 94% for the random forest, and 94% for SVM in the performance evaluation of random spam email classification. Among them, AdaBoost had the highest performance. It has a recall, precision, and F1-measure of 95%, 96%, 96%, and 96%, respectively. The accuracy of the ENLS proposed for classifying spam emails in this paper is 94%.Reference [35] uses Bayesian logistic regression to achieve 93%, hidden naive Bayes to achieve 90%, RBFNetwork to achieve 89%, VotedPerceptron to achieve 92%, LazyBayesianRules to achieve 92%, LogitBoost to achieve 89%, and Nnge to achieve 91% accuracy. The model tree achieved 93% accuracy, and in J48, 92% accuracy was achieved and studied. Among them, the highest accuracy of 94% was achieved using the rotation forest algorithm. Its recall, precision, and F1-measure are 94%, 94%, and 94%, respectively.


## 3.2. Overall Structure

In our study, UCI spam data were collected and used as input.The system for classifying texts by learning the weight error function along with emotions is as follows (see Figure1). The system consists of five modules. The first is a bag-of-words (BOW) module. Spam data were retrieved and preprocessed to classify normal and abnormal mail. It preprocesses unnecessary parts of the research data and makes it a form of learning. Subsequently, the one-hot encoding processes and frequency counts were calculated. After that, the feature was created using equation (2). The second is an emotion-based analysis module. This module analyzes the sentiment of spam data. Third, the results of these preprocessing and emotion analyses were characterized without using them as they were. The fourth was an emotion-based error function that uses ENLS. Finally, classification was performed. Here, En stands for the emotion module. It extracts sentiment from the mail. Prework preprocesses the data to create word frequency features. Alpha represents the weighted value of the emotion. The F1 module vectorizes the emotional words extracted as positive and negative and converts the word frequency feature into a vector. k is defined as a real number. w stands for the weight of the emotion word. The F2 module constrains a limit between the word frequency feature and the sentiment vector, passing a valid value through it. i represents the transformed value into a vector. The ENLSE,R module serves to optimize the transformed matrix.Figure 1
Illustration of the overall system.


## 3.3. ENLS (Emotional Nonlinear System)

We hypothesized that positive words have a positive effect on spam and negative words have a negative effect.The first processing of ENLS was performed through emotion analysis as input. By analyzing the emotion of the spam text data received as input, the emotion value was calculated using the positive and negative words of good and bad, respectively. The emotional expression for this is as follows. The formula for this is given as(4)Ea=α,ifPos,logα,ifNeg.First, if it is positive, it is initialized to the value of alpha. Alpha takes a real value. If it is negative, the value of alpha is logged.


## 3.4. Mixture Emotional Spam Identification

The ENLS process proceeds in the F1 module. The frequency count is preprocessed, and the emotions are weighted in space. This function is given as(5)F1x=TF,E0ω1,ω2,⋯,ων,When the result value of F1 enters the input of module F2, module F2 passes it through using a nonlinear function. The nonlinear function is given by(6)F2i=k∗i,if0k∗ii,i,ifi>0,(7)F2′i=k,if0k∗ii,0,ifi>0.An influence of this characteristic function is that ifi is positive, it has a value of 0 concerning emotion vectors, while if it is negative, it has value k. k is a constant and acts as a parameter. Before entering the input of the ENLS ends, matrices E and R of size m×n are created, and then, the parameters k and i are solved.
(8)R=AB.A vector space is defined to make vectors independent of each other as the dimension ofR vector space R. This is a matrix randomly generated based on the number of ranks of the matrix. The formula for calculating the rank of R is as follows:
(9)ρκR.The expressionENLSE,R is computed by
(10)∑υ,ι∈ΣEυιR−Rυι′2.u and i represent the dimensions of the real space and are calculated as the sum of the squares of the error between the predicted value and this matrix by assigning weights based on the emotion vector.To evaluate this, MSE was used alongside the L2 regularization of equation (1).Let us call thesep and q, as per equation (11).
(11)p=BEuBT+λI,(12)q=BEuRuT.p is the value obtained by multiplying B by the emotion vector, which is an orthogonal matrix, by the product of the transpose matrix of B, and then by lambda multiplied by the identity matrix. The emotion vector was obtained through the F1 module, and the TF vector was obtained. F2 created E and R matrices based on this. Optimization was performed by calculating the number of ranks from the original matrix of the feature, calculating the square error between the calculated and generated matrices from the number of ranks, multiplying the emotion weights, and performing expression learning. Here, lambda is 0.001. q is calculated by multiplying B by the emotion vector, which is an orthogonal matrix, and the transpose matrix of R. While solving p and q, total learning was performed 15 times using the training data and training the feature representation learning in the ENLS system until it converged. The following shows the ENLS algorithm process. To classify spam data, it starts initialization in the form of supervised learning and contains alpha, which is a real value depending on the positive and negative values. It quantifies emotions in the emotional module as a feature of spam. To do this, it vectorizes the bag of words and positive and negative emotions of the preprocessed values. After that, emotions were processed based on thresholds using nonlinear relationships. After that, expression learning was performed by calculating the number of ranks from the original matrix of features created by word frequency, calculating the square error between the calculated and generated matrices from the number of ranks and multiplying by emotion weight. Optimization was performed iteratively until convergence.Algorithm 1: Algorithm of the ENLS model.
Input: Data Set1 Initialization:2    1.x1,y1,⋯,xn,yn3    2.a∈R4 Procedure:5foru,i⟵0tok−1do6      1.Ena⟵PosinEq. (4)7      2.Ena⟵NeginEq. (4)8      3.Feature⟵inEq. (3)9F1⟵BOW,En10end for11 CreatesM×N matrix from F112 According toK,α13ifi∈R>0then14F2⟵usingEq. (6), Eq. (7)15else16F2⟵usingEq. (6), Eq. (7)17end if18 1. CalculaterkRmn19 2.R=AmBn20Repeat21      1.EALSui⟵inEq.(10)22      2.Findp,q⟵inEq. (11) and Eq. (12)23      3.Solve⟵inEq. (11) and Eq. (12)24      4. Convergence25      5.EALSE,R⟵result26


## 4. Results and Discussion

### 4.1. Baseline

UCI storage was used to use spam data, and Python and scikit-learn were used in Windows environments for implementation and result simulation. In detail, as the input of the ENLS model, spam data [36, 37, 38, 39, 40] provided by UCI University were used. The ratio of training to test data was 1 : 1. Specific setting values are listed in Table 1.Table 1
Settings.
DatasetEnvironmentModelsData at UCI Universityscikit-learn/Python 3.4 in Windows 10-home 64-bitENLSTF-IDF


### 4.2. ENLS vs. TF-IDF

To evaluate ENLS, we objectively compared its performance with TF-IDF. The specific performance measurement results are presented in Tables2 and 3. First of all, the training and testing accuracies of TF-IDF are about 0.965 and 0.948, respectively. The recall of the model was 1/0.76. The precision of the model was 0.96/0.99. F1 of the model was 0.98. Table 2 provides a summary table. The performance of ENLS was 0.9536 and 0.9447 for training and testing, respectively. The recall values were 1 and 0.6. The precision values were 0.94 and 0.97. F-val values of 0.97 and 0.74 were measured. The ROC curve is shown in Figure 2. When the performance of the ENLS model was compared with that of the TF-IDF, the results were -0.0123 (train) and -0.0033 (test). The ROC curve was approximately -0.0059. In TF-IDF, the difference between the training and testing data was 0.0179, whereas the difference in the predicted values between the training and testing data in ENLS was 0.0089 on average. Therefore, it can be seen that, although ENLS had slightly lower accuracy than TF-IDF, the ENLS system performed emotion-based loss function evaluation with L2 appropriately.Table 2
TF-IDF and ENLS 1 (a=0.5, k=7), 2 (a=0.5, k=0.4), and 3 (a=0.5, k=0.07).
(a)LR/model typeTF-IDFEvaluationTrain ACC0.9659Test ACC0.9480Matrix[[2404 2][93 288]]Recall1.00/0.76Precision0.96/0.99F1-val0.98/0.86(b)LR/model typeENLS 1ENLS 2ENLS 3EvaluationTrain ACC0.93200.93610.9377Test ACC0.93180.93580.9372Matrix[[2415 6][184 182]][[2418 3][176 190]][[2418 3][172 194]]Recall1.00/0.51.00/0.521.00/0.53Precision0.93/0.970.93/0.980.93/0.98F1-val0.66/0.980.96/0.680.97/0.69ROC curveFigure2Figure2Figure2Table 3
ENLS 1 (a=0.6, k=3), 2 (a=0.6, k=0.3), and 3 (a=0.6, k=0.04).
LR/model typeENLS 1ENLS 2ENLS 3EvaluationTrain ACC0.94210.95360.9279Test ACC0.93860.94470.9214Matrix[[2371 50][314 52]][[2414 7][147 219]][[2420 1][218 148]]Recall1.00/0.551.00/0.61.00/0.40Precision0.94/0.980.94/0.970.92/1.00F1-val0.97/0.700.97/0.740.96/0.57ROC curveFigure2Figure2Figure2Figure 2
ROC curves: (a) ENLS (a=0.5, k=7), (b) ENLS (a=0.5, k=0.4), (c) ENLS (a=0.5, k=0.07), (d) ENLS (a=0.6, k=3), (e) ENLS (a=0.6, k=0.3), and (f) ENLS (a=0.6, k=0.04).
(a)(b)(c)(d)(e)(f)


### 4.3. Parametric Analytics

K is for the positive and negative components of the word and nonlinear functions. The experimental results are presented in Tables 2 and 3. First, when the parameters were digitized in the ENLS system, the data measured based on the optimal alpha value of 0.5 were 0.9320 (training) and 0.9318 (testing). Recall values were 1 and 0.5. The precision values were 0.93 and 0.97. F-val values of 0.66 and 0.98 were measured. The change in value is shown (see Figure 3). In general, all values, including the AUC value, showed an increasing trend as the value of k increased (see Table 2, ENLS 1). Second, their results were 0.9361 (training) and 0.9358 (testing). The recall values were 1 and 0.52. The precision values were 0.93 and 0.98. F-val values of 0.96 and 0.68 were measured. The change in value is shown in Figure 3. All values, including the AUC value, were recorded with the highest k values at 2 and 4 (see Table 2, ENLS 2). Third, they were 0.9377 (training) and 0.9372 (testing). The recall values were 1 and 0.53. The precision values were 0.93 and 0.98. F-val values of 0.97 and 0.69 were measured. The change in value is shown in Figure 3. All values, including the AUC value, increased proportionally as k increased (see Table 2, ENLS 3). Fourth, the data measured based on the optimal alpha value of 0.6 were 0.9421 (training) and 0.9386 (testing). The recall values were 1 and 0.53. The precision values were 0.94 and 0.98. F-val values of 0.97 and 0.70 were measured. The change in value is shown in Figure 3. All values, including the AUC value, recorded the highest point at k of 3 (see Table 3, ENLS 1). Fifth, the data measured based on the optimal alpha value of 0.6 were 0.9536 (training) and 0.9447 (testing). The recall values were 1 and 0.6. The precision values were 0.94 and 0.97. F-val values of 0.97 and 0.74 were measured. The change in value is shown in Figure 3. All values, including the AUC value, peaked at k of 3 (see Table 3, ENLS 2). Sixth, the data measured based on the optimal alpha value of 0.6 were 0.9279 (training) and 0.9214 (testing). The recall values were 1 and 0.4. Precision values of 0.92 and 1 were measured. F-val values of 0.96 and 0.57 were measured. The change in value is shown in Figure 3. All values, including the AUC value, recorded the highest point at k of 4 (see Table 3, ENLS 3).Figure 3
Comparison with different parameters. (a) ENLS (a=0.5, k=7): (i) precision, recall, and F1-score and (ii) AUC. (b) ENLS (a=0.5, k=0.4): (i) precision, recall, and F1-score and (ii) AUC. (c) ENLS (a=0.5, k=0.07): (i) precision, recall, and F1-score and (ii) AUC. (d) ENLS (a=0.6, k=3): (i) precision, recall, and F1-score and (ii) AUC. (e) ENLS (a=0.6, k=0.3): (i) precision, recall, and F1-score and (ii) AUC. (f) ENLS (a=0.6, k=0.04): (i) precision, recall, and F1-score and (ii) AUC.
(a)(b)(c)(d)(e)(f)


## 4.1. Baseline

UCI storage was used to use spam data, and Python and scikit-learn were used in Windows environments for implementation and result simulation. In detail, as the input of the ENLS model, spam data [36, 37, 38, 39, 40] provided by UCI University were used. The ratio of training to test data was 1 : 1. Specific setting values are listed in Table 1.Table 1
Settings.
DatasetEnvironmentModelsData at UCI Universityscikit-learn/Python 3.4 in Windows 10-home 64-bitENLSTF-IDF


## 4.2. ENLS vs. TF-IDF

To evaluate ENLS, we objectively compared its performance with TF-IDF. The specific performance measurement results are presented in Tables2 and 3. First of all, the training and testing accuracies of TF-IDF are about 0.965 and 0.948, respectively. The recall of the model was 1/0.76. The precision of the model was 0.96/0.99. F1 of the model was 0.98. Table 2 provides a summary table. The performance of ENLS was 0.9536 and 0.9447 for training and testing, respectively. The recall values were 1 and 0.6. The precision values were 0.94 and 0.97. F-val values of 0.97 and 0.74 were measured. The ROC curve is shown in Figure 2. When the performance of the ENLS model was compared with that of the TF-IDF, the results were -0.0123 (train) and -0.0033 (test). The ROC curve was approximately -0.0059. In TF-IDF, the difference between the training and testing data was 0.0179, whereas the difference in the predicted values between the training and testing data in ENLS was 0.0089 on average. Therefore, it can be seen that, although ENLS had slightly lower accuracy than TF-IDF, the ENLS system performed emotion-based loss function evaluation with L2 appropriately.Table 2
TF-IDF and ENLS 1 (a=0.5, k=7), 2 (a=0.5, k=0.4), and 3 (a=0.5, k=0.07).
(a)LR/model typeTF-IDFEvaluationTrain ACC0.9659Test ACC0.9480Matrix[[2404 2][93 288]]Recall1.00/0.76Precision0.96/0.99F1-val0.98/0.86(b)LR/model typeENLS 1ENLS 2ENLS 3EvaluationTrain ACC0.93200.93610.9377Test ACC0.93180.93580.9372Matrix[[2415 6][184 182]][[2418 3][176 190]][[2418 3][172 194]]Recall1.00/0.51.00/0.521.00/0.53Precision0.93/0.970.93/0.980.93/0.98F1-val0.66/0.980.96/0.680.97/0.69ROC curveFigure2Figure2Figure2Table 3
ENLS 1 (a=0.6, k=3), 2 (a=0.6, k=0.3), and 3 (a=0.6, k=0.04).
LR/model typeENLS 1ENLS 2ENLS 3EvaluationTrain ACC0.94210.95360.9279Test ACC0.93860.94470.9214Matrix[[2371 50][314 52]][[2414 7][147 219]][[2420 1][218 148]]Recall1.00/0.551.00/0.61.00/0.40Precision0.94/0.980.94/0.970.92/1.00F1-val0.97/0.700.97/0.740.96/0.57ROC curveFigure2Figure2Figure2Figure 2
ROC curves: (a) ENLS (a=0.5, k=7), (b) ENLS (a=0.5, k=0.4), (c) ENLS (a=0.5, k=0.07), (d) ENLS (a=0.6, k=3), (e) ENLS (a=0.6, k=0.3), and (f) ENLS (a=0.6, k=0.04).
(a)(b)(c)(d)(e)(f)


## 4.3. Parametric Analytics

K is for the positive and negative components of the word and nonlinear functions. The experimental results are presented in Tables 2 and 3. First, when the parameters were digitized in the ENLS system, the data measured based on the optimal alpha value of 0.5 were 0.9320 (training) and 0.9318 (testing). Recall values were 1 and 0.5. The precision values were 0.93 and 0.97. F-val values of 0.66 and 0.98 were measured. The change in value is shown (see Figure 3). In general, all values, including the AUC value, showed an increasing trend as the value of k increased (see Table 2, ENLS 1). Second, their results were 0.9361 (training) and 0.9358 (testing). The recall values were 1 and 0.52. The precision values were 0.93 and 0.98. F-val values of 0.96 and 0.68 were measured. The change in value is shown in Figure 3. All values, including the AUC value, were recorded with the highest k values at 2 and 4 (see Table 2, ENLS 2). Third, they were 0.9377 (training) and 0.9372 (testing). The recall values were 1 and 0.53. The precision values were 0.93 and 0.98. F-val values of 0.97 and 0.69 were measured. The change in value is shown in Figure 3. All values, including the AUC value, increased proportionally as k increased (see Table 2, ENLS 3). Fourth, the data measured based on the optimal alpha value of 0.6 were 0.9421 (training) and 0.9386 (testing). The recall values were 1 and 0.53. The precision values were 0.94 and 0.98. F-val values of 0.97 and 0.70 were measured. The change in value is shown in Figure 3. All values, including the AUC value, recorded the highest point at k of 3 (see Table 3, ENLS 1). Fifth, the data measured based on the optimal alpha value of 0.6 were 0.9536 (training) and 0.9447 (testing). The recall values were 1 and 0.6. The precision values were 0.94 and 0.97. F-val values of 0.97 and 0.74 were measured. The change in value is shown in Figure 3. All values, including the AUC value, peaked at k of 3 (see Table 3, ENLS 2). Sixth, the data measured based on the optimal alpha value of 0.6 were 0.9279 (training) and 0.9214 (testing). The recall values were 1 and 0.4. Precision values of 0.92 and 1 were measured. F-val values of 0.96 and 0.57 were measured. The change in value is shown in Figure 3. All values, including the AUC value, recorded the highest point at k of 4 (see Table 3, ENLS 3).Figure 3
Comparison with different parameters. (a) ENLS (a=0.5, k=7): (i) precision, recall, and F1-score and (ii) AUC. (b) ENLS (a=0.5, k=0.4): (i) precision, recall, and F1-score and (ii) AUC. (c) ENLS (a=0.5, k=0.07): (i) precision, recall, and F1-score and (ii) AUC. (d) ENLS (a=0.6, k=3): (i) precision, recall, and F1-score and (ii) AUC. (e) ENLS (a=0.6, k=0.3): (i) precision, recall, and F1-score and (ii) AUC. (f) ENLS (a=0.6, k=0.04): (i) precision, recall, and F1-score and (ii) AUC.
(a)(b)(c)(d)(e)(f)


## 5. Conclusions

In this paper, a feature creation ENLS model was presented. Specifically, we used positive and negative vectors in spam data and proposed a nonlinear function transformation and error function system. We also found that emotions influence spam data. To evaluate the performance, a comparison with the well-known TF-IDF model was performed. Recall values were 1.00/0.6, and precision was 0.94/0.97. The F1-val value was 0.97/0.74. The model’s ROC peak was 98.45%. As a result of the experiment, the values of training data and evaluation data of the ENLS model were 0.0123/0.0033 lower than those of the TF-IDF model. However, as shown in Tables2 and 3, the ENLS model generalizes well between the training and testing data without the risk of overfitting. In the result, the distribution of ENLS can be concluded that when a=0.5, it was generally between 0 and 1. When the parameters are prime, noise in unnecessary parts has been reduced. It is believed that this initial study could further improve the accuracy of document classification in the future. Future work will be aimed at increasing the accuracy more effectively.



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*Source: 5840759-2021-12-14.xml*