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An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)

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An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)

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Today, we bring you a code replica of the intensive reading and forking paper "A Language-based Multi-attribute Decision Making Method Based on CWPHM Operators and C-DEMATEL" (20).

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Today, the editor brings the "intensive reading replica paper 'A linguistic Multi-Attribute Decision-Making approach based on the CWPHM operator and C-DEMATEL' for code reproduction (20)".

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An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)

一、内容摘要(Content Summary)

In this issue, we will introduce the code fork of the intensive reading and forking paper "Language-based Multi-attribute Decision Making Method Based on CWPHM Operator and C-DEMATEL" from three aspects: mind map, intensive reading content, and knowledge supplementation (20).

In this issue, we will introduce the code replication (20) of the refined reading paper "Language Type Multi-Attribute Decision-Making Method Based on CWPHM Operator and C-DEMATEL" from three aspects: mind map, refined reading content, and supplementary knowledge.

二、思维导图(Mind Mapping)

An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)

三、精读内容(Detailed Reading Content)

In comparison method 3, the cloud weighted power average (CWPA) operator is used to assemble the multiple attribute values of each candidate cadre, so as to obtain the comprehensive evaluation results based on the CWPA operator. According to Ref. [26], the definition of a CWPA operator is shown in the figure below. In addition, the comprehensive evaluation value of the CWPA operator is given by the total score of the cloud, which can be sorted according to the total score of the cloud, that is, the ranking result of the operator is carried out by the total score of the cloud.

Method 3, in contrast, will utilize the Cloud Weighted Power Average (CWPA) operator to aggregate multiple attribute values of each candidate cadre, thereby obtaining a comprehensive evaluation result based on the CWPA operator. According to reference [26], the definition of the CWPA operator is shown in the figure below. Furthermore, the comprehensive evaluation value of the CWPA operator is given by the total score of the cloud, which can be sorted according to the size of the total score of the cloud, i.e., the sorting result of this operator is based on the total score of the cloud.

An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)

At the same time, the calculation method of the canonical distance T (Zi) and the support degree sup (Zi, Zj) in the CWPA operator is also shown in the following figure.

At the same time, the calculation methods of the normalized distance T(Zi) and the support degree sup(Zi,Zj) in the CWPA operator are also shown in the figure below.

An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)

Since this paper does not use the basic operator of the interval integration cloud model and the generation algorithm of the interval integration cloud model in the reference [26], but the real number cloud model, the operation rules of the cloud model adopted by the operator are as follows. And according to Ref. [26], λ takes 2.

Since this paper does not use the basic operators of the interval-valued cloud model and the generation algorithm of the interval-valued cloud model as described in reference [26], but rather the real-valued cloud model, the operational rules of this operator are as follows. And according to reference [26], λ is set to 2.

An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)
An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)

In this tweet, we will implement the code of the canonical distance T (Zi) and the support degree sup (Zi, Zj) in the CWPA operator, and the code and running results are shown in the following figure.

This tweet will implement the code for the normalized distance T(Zi) and the support degree sup(Zi,Zj) in the CWPA operator, and the code and the running results are shown in the figure below.

An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)
An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)

四、知识补充——常数根号的表示方法(Knowledge Supplement — Representation Methods of Constant Square Root)

There are three ways to represent the constant root number: 1. Open MATLAB, enter 18^0.5 in the command line window, and see the result of finding the root of 18 after running; 2. Use the sqrt function to represent the root number, enter sqrt(18) in the command line window; 3. Use the sqrtm function to represent the root number, and enter sqrtm(18) in the command line window. The following figure shows the results of the above three methods.

There are three ways to represent a constant square root: 1. Open MATLAB, enter 18^0.5 in the command window, and see the result of the square root of 18 after running; 2. Represent the square root through the sqrt function by entering sqrt(18) in the command window; 3. Represent the square root through the sqrtm function by entering sqrtm(18) in the command window. The running results of the above three methods are shown in the figure below.

An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)

However, the sqrt function in Matlab is used to calculate the square root of a number. The sqrtm function is used to calculate the square root of a matrix.

However, the sqrt function in MATLAB is used to calculate the square root of a number, while the sqrtm function is used to calculate the square root of a matrix.

An Ling's Records (133) - Code Replication of Intensive Reading and Replication Papers (20)

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参考资料:ChatGPT、百度百科

Bibliography:

Wang Weiming, Xu Haiyan, Zhu Jianjun et al. Language-based multi-attribute decision-making method based on CWPHM operator and C-DEMATEL [J/OL]. CMS, 2023, 1(1): 1-13.

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