Mobile QR Code QR CODE

  1. (Agricultural Bank of China Linzhi Branch, Linzhi 860003, China tangzz317@outlook.com)



RPA robot, Visualization techniques, Quantum neural networks, Financial data, Intelligent platforms

1. Introduction

In recent years, with the rapid development of information technology such as "Internet +", cloud computing, AI technology, big data, and other information technology, enterprises are facing increasing pressure to "digital" transformation [1]. Financial management is an important part of enterprise management, its management level directly affects the various aspects of enterprise production and operation and further affects the economic benefits of enterprises. However, the current financial management of most enterprises has low accounting efficiency, visualization is not high, the interaction between financial information and business information is not strong, and other issues, are far from meeting the needs of enterprise development of financial information. Therefore, to promote the enterprise to "digital" transformation, there is an urgent need to promote the enterprise financial management of "digital", industry financial integration is the general trend of transformation and development [2].

In the era of digitization, the use of emerging technology to explore the value behind financial data has attracted extensive attention from all walks of life. At the theoretical level, Zhang et al. analyzed that the financial analysis field is currently faced with the opportunity of mixing and matching various types of data, such as the coexistence of financial data and non-financial data, structured data, and unstructured data [3]. Data is complex and diverse, to revealing the connection behind this massive data, to providing advice for the development of the enterprise's financial strategy will be the future development trend in the field of financial analysis. Business data analysis is based on business intelligence (BI) tools, after data exploration, data aggregation, data pre-processing, and then data analysis and mining, and finally through the visualization design to show the results of the analysis. Du et al. based on the analysis of the RPA application basis and Gome application scenarios, constructed applications including accounting, financial analysis, internal control, and intelligent upgrading of the financial sharing center, and elaborated that the application of financial robots can optimize the company's financial analysis system, achieve multi-level business analysis, and improve the efficiency of financial analysis [4,5]. Cheng based on robotic process automation (RPA), from a variety of aspects to collect and analyze the enterprise's financial data, according to the user's requirements to provide multi-dimensional financial analysis and financial report generation process optimization and improvement, pointed out that the application of RPA technology for the analysis and prediction of the enterprise's financial condition of the business is more comprehensive and scientific [6]. RPA financial data analysis robot relies on RPA technology, combined with the automation of the financial data analysis process and the formation of a kind of intelligent analysis software. It follows the established rules and procedures, using robotic process automation technology, through simulation, enhancement, and expansion of the interaction process between analysts and computer systems, automated collection, cleaning, analysis, and visualization of financial data, and automatically generates financial data analysis reports, assisting financial analysts to efficiently complete the analysis of the task in the analysis of the higher degree of standardization, repetitiveness, and workload of the larger content [7].

In the study of neural network models for intelligent recognition involved in RPA, in 2008, Hiroshi Ueda investigated a parallel algorithm of infinite density matrix rearranging group (iDMRG) applied to one-dimensional quantum systems [8]. It combines a variant of Hida's iDMRG applied to stochastic one-dimensional spin systems with McCulloch's wavefunction prediction, which can efficiently parallelize shared and distributed storage systems and provide a large number of physical quantities, such as the total energy, the nearest-neighbor spin bond strengths, the spin-spin correlation function and its correlation lengths, and there is no finite-size effect, and the wavefunction-predicted variant will parallelize the Lanczos method in iDMRG by a factor of about 3. Li et al. proposed a novel and robust binary coding strategy that does not require the user to have domain knowledge of CNNs [9]. Based on this, a new quantum behavioral evolution strategy is proposed to ensure the validity of the evolved CNN structure, which provides better performance and immunity to perturbation than the traditional method. Iris et al. analyzed a new quantum machine learning model based on the convolutional neural network [10], which is a quantum convolutional neural network (QCNN) that uses only O (log(N)) variational parameters, allowing it to be efficiently trained and implemented on realistic, near-term quantum devices. This QCNN system combines multiscale entanglement, renormalization, and quantum error correction. Leonard et al. made polynomial improvements to known algorithms for quantum linear systems and proposed the solution of dense linear systems on a quantum computer [11]. Clader et al. developed a state preparation routine that initializes a general state, integrating a quantum-compatible preconditioner that greatly extends the number of problems capable of exponential speedups beyond classical linear system solvers [12,13]. Li et al. creatively accomplished the combination of parametric quantum circuits with convolutional neural networks. The recognition model constructed by this scheme achieved considerable experimental results [14,15]. Similar to the traditional DCNN, the model has the structure of a quantum convolutional layer and a quantum classification layer. Inspired by variational quantum algorithms, a quantum-classical hybrid training scheme is given for parameter updating of QDCNN [16-18]. Maxwell et al. verified the feasibility of the method by using random quantum lines to locally transform the input information [19,20]. Nathan et al. verified the feasibility of the method by building an efficient system of linear equations solving algorithms [21-23] that efficiently determine the quality of the least-squares fit on exponentially large data sets, and also efficiently find a succinct function that approximates the fitted data and limits the approximation error [24-28], which can be used to provide efficient parameter estimation of the quantum state when the input data is a pure quantum state [29,30]. Therefore, in this paper, a novel optimized quantum neural network model is developed based on RPA robot visualization technology and applied to the study of financial data analysis platform construction.

2. RPA Financial Data Analysis Robot Modeling

The model construction of the financial data analysis robot is a guideline for intelligent financial analysis, which specifies the construction goal of the robot and its specific application, and at the same time explores the data processing mechanism and visualization generation mechanism of the RPA robot technology to guarantee the feasibility, rationality and compliance of the system implementation. Financial data analysis is essentially a process of data collection, data screening, data calculation, and data analysis. Based on the features and advantages of RPA+AI technology processing, fast deployment, and multi-end compatibility, the framework model of the financial data analysis robot is constructed. The framework model includes an infrastructure layer, data layer, service layer, platform layer, and application layer, as shown in Fig. 1. The infrastructure layer is the foundation of the data layer, service layer, platform layer, and application layer, providing basic services for the other layers, including servers, network, storage, data control, information security, etc., which guarantees the security of the operating environment of the financial data analysis robot.

Fig. 1. RPA Robotic Modeling Framework for Financial Data Analysis.
../../Resources/ieie/IEIESPC.2024.13.5.472/fig1.png

The data layer is the data foundation of the financial data analysis robot, including the acquisition of raw financial data, the mechanism of data collection and processing, and the formation of financial data storage, data dictionaries data tables, and other documents. The data types of raw financial data are structured data, semi-structured data, and unstructured data, and the data sources are varied, including data information from various information systems of the enterprise, as well as relevant paper documents and electronic files. Based on the non-invasive and easy-to-deploy features of RPA, it can integrate the data and information between different systems, open the gap between different systems, realize the information interaction between systems, then extract the required financial data and information and store them in the financial database or form data dictionaries, data tables and other documents through the data collection and processing mechanism. These data constitute the underlying data of the financial data analysis robot, providing data protection for the work of the financial robot.

The service layer provides RPA functional components, Al technology, visualization services, and data analysis report services for financial data analysis robots. This layer realizes the demanded applications through automation functional components such as interface operation automation, Excel automation, Word automation, email automation, browser automation, data processing automation, application program interactions, etc., and integrates artificial intelligence technology in the development process of financial data analysis robots. This layer realizes the required applications through automation function components such as interface operation automation, Excel automation, Word automation, browser automation, data processing automation, application interaction, etc. At the same time, it integrates artificial intelligence technology in the development of financial data analysis robots. For example, Optical Character Recognition (OCR) technology, which analyzes and processes data in images to obtain textual information in the data; Natural Language Processing (NLP) technology, which realizes the computer's accurate understanding of human language and enables it to communicate and interact with people in a natural way; Speech Recognition (ASR), which converts voice signals into corresponding text; and TTS technology, i.e., Text-to-Speech (TTS) technology, which converts textual information into natural, fluent, and more natural textual information. converted into natural, fluent, and more human-like speech. This layer also provides visualization services and data analysis report services, pre-setting Excel analysis template files containing visualization graphics and Word analysis report template files containing title page, table of contents, summary, and body, to realize the specific functions of the financial data analysis robot, such as data entry, processing, calculations, visualization and automatic generation of analysis reports. The platform layer includes three parts: process design platform, robot program, and management control platform. The process design platform includes business process optimization, script development, test runs, debugging, and error correction, and is mainly responsible for designing the financial data analysis robot. The robot program is deployed after the process design, and through the execution of console commands, it realizes the functions of data extraction and processing, data analysis, and generation of analysis reports. The management and control platform are capable of real-time monitoring of robot operation, process triggering, human-machine interaction, and presentation and log analysis of the operation results of the financial data analysis robot, providing a strong guarantee for the development and application of the financial data analysis robot back. The application layer is the specific application of RPA and AI technology in the field of financial data analysis, is the robot realizes the automation of specific application scenarios, which consists of a cluster of analysis robots organically combined. In terms of financial data analysis work, it can realize automated analysis of office expense data, automated analysis of travel expense data, automated analysis of bank deposit data, and so on.

3. RPA Construction Under Hybrid Quantum Convolutional Neural Network Modeling

Quantum convolutional neural networks are characterized by exponentially scaled memory capacity, fast processing datasets, good stability of training models, and high learning efficiency. It has a unique advantage in processing large-scale image data. It lays a solid technical foundation for the further construction of ultra-high-speed information processing systems. The quantum convolutional neural network for image data can efficiently extract image feature values and significantly reduce the difficulty of the prediction model.

The model of the quantum neural network includes five main aspects: input data, quantum state preparation, design mode of the quantum convolutional neural network, network optimization, and final output data. The financial system structure of the quantum convolutional neural network is shown in Fig. 2.

Fig. 2. Diagram of the financial system architecture of the quantum convolutional neural network.
../../Resources/ieie/IEIESPC.2024.13.5.472/fig2.png
Fig. 3. Circuit structure of RPA quantum convolutional neural network.
../../Resources/ieie/IEIESPC.2024.13.5.472/fig3.png

Given the quantum convolutional neural network model hierarchy division, the quantum convolutional neural network can be divided into a quantum input layer, a quantum convolutional layer, a pooling layer, a fully connected layer, and an output layer, as shown in Fig. 3, which displays the circuit diagram structure of a specific quantum convolutional network. It can be seen that the input data of the quantum convolutional neural network is based on quantum states. The convolutional layer of this division model consists of several double quantum gates U, Considering the probabilistic nature of quantum mechanics, a single quantum bit measurement is generally taken to calculate the probability of the ground state to calculate the cross-entropy loss.

The Hybrid Quantum Convolutional Neural Network model (HQCNN) designed in this paper is a new model constructed by combining the quantum convolutional layer with the classical pooling layer and the classical fully connected layer. The input of the model needs to be converted from classical data to quantum state and the quantum convolutional layer is done by the quantum gate operation. The convolution is done by using the step size of 1 in the quantum convolutional operation in HQCNN. A classical image is converted into the quantum state for input and training. The quantum convolution layer is followed by a classical pooling layer connected to a classical fully connected layer and the output of the pooling layer is represented as:

(1)
$a_{\mathrm{i}}^{k}=pooling(X_{i})$

The output of the fully-connected-layer is represented as follows:

(2)
$Z_{\mathrm{i}}^{k}=\sum _{i=1}^{n}w_{ij}^{k}a^{k(i)}+b_{j}^{k}$

where Z denotes the output of the jth node of the k+1st layer, w denotes the weight of the ith node of the kth layer connecting the jth node of the k+1st layer, and b denotes the bias value. For the inverse adjustment of the quantum convolutional layer, the parameter to be adjusted is the angular value of the single quantum bit gate R that constitutes the quantum convolutional layer with the following equation:

(3)
$ \left\{\begin{array}{l} \frac{\partial x}{\partial \theta _{1}}=\frac{\partial \left(X_{1}^{2}-X_{2}^{2}-X_{3}^{2}+\ldots +X_{13}^{2}-X_{14}^{2}-X_{15}^{2}+X_{16}^{2}\right)}{\partial \theta _{1}}\\ \frac{\partial x}{\partial \theta _{2}}=\frac{\partial \left(X_{1}^{2}-X_{2}^{2}-X_{3}^{2}+\ldots +X_{13}^{2}-X_{14}^{2}-X_{15}^{2}+X_{16}^{2}\right)}{\partial \theta _{2}}\\ \frac{\partial x}{\partial \theta _{3}}=\frac{\partial \left(X_{1}^{2}-X_{2}^{2}-X_{3}^{2}+\ldots +X_{13}^{2}-X_{14}^{2}-X_{15}^{2}+X_{16}^{2}\right)}{\partial \theta _{3}}\\ \frac{\partial x}{\partial \theta _{4}}=\frac{\partial \left(X_{1}^{2}-X_{2}^{2}-X_{3}^{2}+\ldots +X_{13}^{2}-X_{14}^{2}-X_{15}^{2}+X_{16}^{2}\right)}{\partial \theta _{4}} \end{array}\right. $

Further update the formula to:

(4)
$ \frac{\partial x}{\partial \theta _{1}}=4\left(-X_{1}X_{15}+X_{2}X_{16}+X_{3}X_{13}-X_{4}X_{14}+\ldots +X_{8}X_{10}\right)$

Where t denotes the number of iterations and n represents the learning rate.

After that, the established model is needed and validated. Firstly, the validation is carried out by comparing CNN with HQCNN, and the parameter design of the two models is shown in Table 1.

Table 1. Parameter Settings for the Two Models.

RPA Network Architecture

Quantum Layer Number (Physics)

Core Size

Pooling Method

Global Connection Layer Book

CNN

3

5*5,3*3

Maximum pooling

2

HQCNN

1

2*2

Maximum pooling

2

After repeated experiments, the comparisons of loss values, training set accuracy, and test set accuracy for 100 iterations of the two models are shown in Table 2. As shown, it can be seen that the loss value of HQCNN is lower than that of the traditional model by 0.0056%, while the training and test accuracies have been improved by 0.93% and 0.36%, respectively.

Table 2. Comparison of Experimental Results under the RPA Network.

RPA Network Architecture

Loss Value In %

Training Accuracy %

Test Accuracy %

CNN

0.0162

97.35

96.45

HQCNN

0.0106

98.28

96.81

difference (the result of subtraction)

-0.0056

+0.93

+0.36

In this case, the loss values for 100 iterations of both models and the accuracy model tested are shown in Fig. 4:

It can be seen that the hybrid quantum convolutional neural network model improves in both training set accuracy and test set accuracy. The loss value of the hybrid quantum convolutional neural network model fluctuates less after 60 iterations and remains stable after 90 iterations. As can be seen from Fig. 4, the accuracy rate of the hybrid quantum convolutional neural network model is higher than that of the classical convolutional neural network model after 40 iterations, and it converges more quickly than the classical convolutional neural network model. In addition, considering the advantage of the particle swarm algorithm in neural network systems, we combine the particle swarm algorithm into HQCNN with superior performance and carry out the application of financial system recognition based on RPA for the robot visualization platform.

Fig. 4. Loss values after 100 iterations and accuracy curves for the test.
../../Resources/ieie/IEIESPC.2024.13.5.472/fig4.png

4. Models and Comparisons

According to the research on the hybrid quantum convolutional neural network model, the input classical data size is preferably in the form of n$^{2}$, but in this paper, when the dataset space does not match, the dataset has to be further segmented. The dataset is a CAPTCHA image containing 4 characters, therefore, the image of the financial system is to be divided equally into different parts and trained separately. Because in the dataset, there is a great deal of stickiness between the characters of the CAPTCHA, the characters of the segmented image are not all complete, and here it is necessary to manually eliminate the images with extremely incomplete segmentation results, remove these images that may have a greater impact on the training results, and use the remaining data as a dataset for model training. Due to the serious stickiness between characters in the financial system dataset, it is not suitable to use the connected domain method for image segmentation. As shown in Fig. 5, for the characters with serious adhesion, the pixel projection method is used to segment the characters can get better results. The core idea of the pixel projection method is to calculate the number of points in each column of the two-dimensional matrix of the image whose value is not 0, which is denoted as m. The value of m between non-adhesive characters is 0, and the value of m in the character region will be very large, and the value of m between characters that are slightly adhered to will be smaller than the value of m in the character region, so a better segmentation can be obtained by selecting the appropriate threshold value. The characters with extremely serious adhesion will be segmented into one character, at this time, the width of the segmented text image is larger than the width of the image that is segmented into one character, so the image with a width larger than a certain threshold value will be cut isometrically, that is, the CAPTCHA image segmentation can be completed. The threshold value of the pixel projection method is set to 13, and isometric cutting is performed when the image width is greater than 30.

Fig. 5. Schematic representation of some characters before and after image segmentation.
../../Resources/ieie/IEIESPC.2024.13.5.472/fig5.png
Fig. 6. Loss curves for three RPA network models for recognition validation.
../../Resources/ieie/IEIESPC.2024.13.5.472/fig6.png
Fig. 7. Accuracy curves and comparison of three RPA network models for recognition verification.
../../Resources/ieie/IEIESPC.2024.13.5.472/fig7.png

To convert the classical data into quantum state data, the image is first compressed to the size of 8$^{2}$ in quantum bit coding mode. The classical representation of the image is a two-dimensional array, and the value x in the array, which takes the value range between [0,1], is subjected to quantum bit coding, which is firstly mapped to between [0, ${\pi}$/2], and then refined by its conversion to quantum state. Finally, the optimized and improved PSO-HQCNN is compared with CNN and HQCNN = network model for identification and verification, and the corresponding calculation results. As can be seen from Fig. 6, PSO-HQCNN is slightly smaller than the loss values of CNN and HQCNN. the loss value curve of the CNN network model decreases more slowly compared to that of the HQCNN and PSO-HQCNN network models, and the loss curve fluctuates more. In terms of loss decline speed and the degree of fluctuation, there is no big difference between HQCNN and PSO-HQCNN in terms of the loss curve.

As can be seen from the three model recognition verification accuracy curves in Fig. 7, PSO-HQCNN has the best recognition effect, with a recognition accuracy rate of up to 96.85%, followed by HQCNN, which has a recognition accuracy rate of 96.20%, and CNN, which has the lowest recognition accuracy rate of 95.65%. In terms of convergence speed, PSO-HQCNN can accomplish faster convergence in achieving a shorter number of iterations, HQCNN convergence speed is in the middle, and the CNN recognition model has the slowest convergence speed. The comparison of the training time of the three network models of CNN, HQCNN, and PSO-HQCNN is shown in Fig. 7. The training time comparison graph of the three models shows that PSO-HQCNN has the longest training time, which takes 23.6 hours, HQCNN has the shortest training time, which takes only 1 hour, and CNN has a training time of 1.2 hours. the PSO-HQCNN model gets an improvement in terms of accuracy at the cost of time. In addition, the financial system executes the automatic identification system process 200 times and can successfully identify the financial system 182 times with an average success rate of 91%, which can meet the requirements of the automatic identification system.

In terms of analyzing complementary aspects of practical applications. When performing financial data analysis of RPA robot visualization for HQCNN, it is usually necessary to write a financial data analysis report to present the results of the analysis and facilitate the reader's use. The financial data analysis report will present the current situation, problems, causes, and analysis conclusions of the enterprise's finances, which is one of the main tools to help financial management and decision-makers recognize the current situation of the enterprise's finances, understand the problems, master the information, and use the information to make decisions. The data analysis report automation stage is an essential stage of the financial data analysis robot, in the specific application before the need to develop an analysis report template file, management costs financial data analysis report structure is divided into the title page, the table of contents page, summary, and the body. The title page title should be concise, and straightforward to mark the content of the analysis report; The directory is a tool to reveal the analysis report, to help us understand the main content of the financial data analysis report; a summary is an excerpt of the important points of the analysis, and its basic elements include the background, purpose, ideas and conclusions, specifically, the main object and scope of the work of the analysis of the financial data, the results of the analysis and the important conclusions reached; the main text is the core part of the financial data analysis report. The financial data analysis report is the core part of the report, it will be a systematic and comprehensive expression of the process and results of data analysis, the report body is mainly divided into the analysis of the background and purpose of the report, the analysis of ideas, analysis of the content of the report, conclusions and recommendations of the four parts.

The process of data analysis report automation is based on data analysis, data visualization mechanism, predefined generating report templates and rules for graphical presentation, and text output of overhead data analysis. A large number of repetitive and mechanical work in the data analysis report can be completed by RPA, such as automatically filling in the date of the report issued, issued by the person, setting the standard analysis report mode, and text requirements. The route to achieve analysis report automation by the management cost data analysis robot is mainly accomplished through interface operation automation, Excel automation, Word automation application program interaction, and other functional components. Through macro commands to play back the operation steps, reduce the time spent on complex and repetitive steps, move the visualization charts in the Excel analysis file to the Word data analysis report, and output the text information to the corresponding position in the data analysis report template file through the pre-set analysis rules. At the same time, the overhead data analysis robot can set different analysis rules according to different analysis contents. For example, trend analysis can set the range of reasonable differences to analyze the fluctuations of management expenses, and which periods are not within the range of reasonable fluctuations require special attention and targeted analysis of their specific operations to find out the reasons for the differences. In summary, as shown above, exploring the application of RPA robot visualization to achieve the process can provide useful exploration and feasible paths for the automated process processing of enterprise financial data analysis. In this case, the key code for graphical visualization is shown below

(1) Prepare a Dom with size (width and height) for ECharts

<div id="main" style=" width: 600px; height: 400px;"></div>

(2) Initialization

var myChart = echarts. init (document. getElementByld ('main'));

(3) Configure chart properties and data using setoption.

myChart. setOption ({title title configuration: data1 data matching: xAxis, yAxis horizontal and vertical coordinate settings;

(4) Ajax asynchronous get data, configure the data to match the chart data

S.ajax ({type: "post", async: true, URL: "", data: {}, dataType: "JSON", success: function(result){if (result) {for (var i=0; i<result.length; i++){names. push (result[i].name);

// take the attribute categories one by one and fill them into the corresponding data array}}

5. Conclusions

This study develops novel RPA techniques in financial data analysis based on quantum neural network modeling. The results of the study show that:

The loss value of HQCNN is 0.0056% lower than that of the conventional model, while the training and testing accuracy is improved by 0.93% and 0.36%, respectively. In addition, the hybrid quantum convolutional neural network model of this RPA has less fluctuation in the loss value after 60 iterations and remains stable after 90 iterations.

Particle swarm optimization algorithm is combined into HQCNN to convert classical data into quantum state data for joint optimization. The recognition verification accuracy graph shows that SO-HQCNN has the best recognition effect with a recognition accuracy rate of 96.85%, HQCNN is second with its recognition accuracy of 96.20%, and CNN has the lowest recognition accuracy of 95.65%.

PSO-HQCNN has the longest training time of 23.6 hours, HQCNN has the shortest training time of 1 hour, and CNN has a training time of 1.2 hours. The PSO-HQCNN model gets an improvement in accuracy at the cost of time.

The financial system executes the automatic identification system process 200 times, and the number of times it can successfully identify the financial system is 182 times, and the average success rate is 91%, which can meet the requirements of the automatic identification system\textemdash{}in summary, as shown in the above, through the quantum neural network model established by the RPA robot visualization of the application of the implementation of the process, contributing to the efficiency of the automated process processing of enterprise financial data analysis.

REFERENCES

1 
Wang Y. RETRACTED: Research on Security of Accounting Information System in the Era of Big Data. Journal of Physics: Conference Series [2024-03-21].DOI
2 
Wu Y X, Guo R. Analysis of Influence Factors of Real Estate Price Based on DEMATEL Approach[C]//International Conference on Advances in Education & Management. Springer, Berlin, Heidelberg, 2011.DOI
3 
Zhang Qinglong. Application Scenario Analysis of Intelligent Finance. Finance and Accounting Monthly, 2021(5):19-26.DOI
4 
Ming J, Zhang L, Sun J, et al. Analysis models of technical and economic data of mining enterprises based on big data analysis. IEEE, 2018.DOI
5 
Du Haixia, Liu Yaxing, Chen Ling, et al. The practice of financial scenario application of Gome RPA. Finance and Accounting, 2021(9):28-32.DOI
6 
Qiu Y L, Xiao G F. Research on Cost Management Optimization of Financial Sharing Center Based on RPA - ScienceDirect. Procedia Computer Science, 2020, 166:115-119.DOI
7 
Lin J. Research on Financial Management of Group Enterprises Based on Financial Sharing Center: Taking Company M as an Example. 2019.DOI
8 
Yu M, Lu Z, Wan X, et al. Research on the Management of Settlement Funds under the Financial Sharing Mode --Based on T Company. 2017.DOI
9 
Yangyang Li, Junjie Xiao, Yanqiao Chen, Licheng Jiao. Evolving deep convolutional neural networks by quantum-behaved particle swarm optimization with binary e encoding for image classification. Neurocomputing, 2019, 362(C).DOI
10 
Cong I, Choi S, MD Lukin. Quantum Convolutional Neural Networks. 2018.DOI
11 
Wossnig Leonard, Zhao Zhikuan, Prakash Anupam. Quantum Linear System Algorithm for Dense Matrices. Physical review letters, 2018, 120(5).DOI
12 
Clader B D, Jacobs BC, Sprouse C R. Preconditioned quantum linear system algorithm. Physical review letters, 2013, 110(25).DOI
13 
Yaochong Li, Li Yaochong, Zhou Ri Gui, Xu Ruqing, Luo Jia, Hu Wenwen. A quantum deep convolutional neural network for image recognition. Quantum Science and Technology, 2020, 5(4).DOI
14 
Kristof T. Schütt, Kindermans PJ, Sauceda H E, et al. SchNet: a continuous-filter convolutional neural network for modeling quantum interactions. Advances in Neural Information Processing Systems (accepted). 2017.DOI
15 
Tomohiro Mano, Tomi Ohtsuki. Phase Diagrams of Three-Dimensional Anderson and Quantum Percolation Models Using Deep Three-Dimensional Convolutional Neural Network. Journal of the Physical Society of Japan, 2017, 86(11).DOI
16 
Alexey A Melnikov, Leonid E Fedichkin, Alexander Alodjants. predicting quantum advantage by a quantum walk with convolutional neural networks. New Journal of Physics, 2019, 21(12).DOI
17 
Zhang Z, Chen D, Wang J, et al. Quantum-based Subgraph Convolutional Neural Networks. Pattern Recognition, 2018, 88.DOI
18 
Maxwell Henderson, Samriddhi Shakya, Shashindra Pradhan, Tristan Cook. Convolutional neural networks: powering image recognition with quantum circuits. Qua ntum Machine Intelligence, 2020, 2(3).DOI
19 
Wiebe Nathan, Braun Daniel, Lloyd Seth. Quantum algorithm for data fitting. Physical review letters, 2012, 109(5).DOI
20 
Zhang Z, Chen D, Wang J, et al. Quantum-based Subgraph Convolutional Neural Networks. Pattern Recognition, 2018, 88.DOI
21 
Maxwell Henderson, Samriddhi Shakya, Shashindra Pradhan, Tristan Cook. Convolutional neural networks: powering image recognition with quantum circuits. Qua ntum Machine Intelligence, 2020, 2(3).DOI
22 
Wiebe Nathan, Braun Daniel, Lloyd Seth. Quantum algorithm for data fitting. Physical review letters, 2012, 109(5).DOI
23 
Song Q, Zhang J, Sun L, et al. Design and Implementation of Convolutional Neural Networks Accelerator Based on Multidie. IEEE Access, 10[2024-03-21].DOI
24 
LI Haipeng, LI Jingjiao, JIN Shuowei, YANG Dan. Research on face recognition algorithm of the multi-universe parallel quantum genetic neural network. Journal of Northeastern University (Natural Science Edition), 2019, 40(05): 614-618.URL
25 
Yang J A, Peng N H, Zhuang N Z. Research of nonlinear blind source separation algorithm based on quantum evolutionary neural network[C]//Machine Learning and Cybernetics, 2003 International Conference on. IEEE Computer Society, 2003.DOI
26 
Zhang C, Lu J. Satellite Cloud Image Enhancement by Genetic Algorithm with Fuzzy Technique [C]//International Conference on New Trends in Information & Service Science. IEEE Computer Society, 2009.DOI
27 
Jingchao L. Radar signal recognition algorithms based on neural network and grey relation theory [C]//Cross Strait Quad-regional Radio Science & Wireless Technology Conference. IEEE, 2011.DOI
28 
Schmidt-Kaler Ferdinand, Häffner Hartmut, Riebe Mark, Gulde Stephan, Lancaster Ga vin P T, Deuschle Thomas, Becher Christoph, Roos Christian F. Eschner Jürgen, Blatt Rainer. Realization of the Cirac-Zoller controlled-NOT quantum gate. Nature, 2003, 422(6930).DOI
29 
Tipsmark A, Dong, Laghaout A, et al. Experimental demonstration of a Hadamard gate for coherent state qubits. Physical Review A, 2011, 84(5):050301.DOI
30 
Gao X, Krenn M, Kysela J, et al. Arbitrary d -dimensional Pauli X gates of a flying qudit. Physical Review A, 2019, 99(2).DOI
Zhenzhen Tang
../../Resources/ieie/IEIESPC.2024.13.5.472/au1.png

Zhenzhen Tang, born in March 1993, female, Han nationality, from Mianyang, Sichuan, graduated from Tibet University with a bachelor's degree. Currently employed at the China Agricultural Bank, Linzhi Branch, with the title of Intermediate Economist. My primary research focus is on the construction of a financial data analysis platform based on RPA (Robotic Process Automation) visualization technology.