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Companies are struggling in a highly competitive environment to accelerate their operations and operations. Discussions such as globalization and the expansion of networks such as the Internet are important issues that affect the resources, marketing, and other issues that companies engage with. The effects of information technology in industries, in the supply chain areas and in the value chain, are evident from the relationship with suppliers to production and communication with customers, including the impact of information technology on the supply chain performance. The purpose of this study was to investigate the relationship between information technology variables, integration and flexibility function in the automotive supply chain and the effect that information technology has on the supply chain performance. After collecting the data through a questionnaire from automobile manufacturers and analysis of the obtained model, the results show that the information technology which in this research includes the Internet, the organization’s network systems and combine system has a positive and direct effect on integration and flexibility. These results indicate that the use of information technology increases the integrity and flexibility of supply chain components and improves communication between them.

Today, the existence of global competition to capture the market on the one hand and resource constraints on the other, necessitates the need to pay attention to the use of various aspects of information technology (IT) in global organizations. Information technology is one of the important environmental factors that have serious effects on the success, performance and fate of societies, organizations and individuals [

The importance of using information technology in a report by M. Roberts in 2000 [

In terms of nature and method, the present study is a descriptive study and we investigate the existing situation using field research and library method.

The statistical population in this research is the automotive parts companies in a province of Iran, Khorasan Razavi, which are cooperating with ISKO affiliated with Iran-Khodro. The total number of these companies is 50. They were randomly assigned to the sample questionnaire. In order to conduct the research, in addition to the above resources, a questionnaire was also used. With the help of experts, professors and experts working on the creation of a questionnaire, a questionnaire with 40 questions was developed. Each of the variables was measured using the Likert scale. After assessing the validity and reliability of the questionnaire, the number of questions reduced to 32. After collecting about 94 questionnaires and reviewing them, 86 questionnaires were analyzed based on the statistical sample size.

Considering that the evaluated variable in this research is measured on the basis of a ratio scale, we can use the following relationships to determine the sample size:

n ∘ = ( z r ⋅ S Y ¯ N ) 2 (1)

n = n ∘ 1 + n ∘ / N (2)

In these relationships, r is the upper limit of the relative error that is predetermined, N is the number of people in the community, S and Y ¯ N are the parameters of the society, which if not known, should be derived from the preliminary sample of their estimation, and Z is the length of the corresponding point of the cumulative probability of 1 − α or percentile 1 − α th of the normal distribution Standard. As mentioned above, for substitution of Z and Y ¯ N , in the above relations, because of the uncertainty of the variance values and the average of the variable of IT in society, we use a preliminary sample (pre-test). At this stage, according to a preliminary sample of 15 members, S ^ = 0.14 and Y ¯ ^ N = 2.98 , an estimated 150 population and a coefficient of error r = 0.01 with a confidence coefficient of 99%, ( Z 0.99 = 1.96 ), n = 85.37 are obtained. In fact, the required specimen was considered 86. The reliability of the questionnaire used in this study was Cronbach’s alpha coefficient. The relation between Cronbach’s alpha is as follows:

α = k k − 1 × [ 1 − 1 s t 2 × ∑ i = 1 k s i 2 ] (3)

In which the α is Cronbach’s Alpha coefficient, k is the number of

questions, ∑ i − 1 k s i 2 is the sum of the variances in each of the questions, and s t 2 is

the variance in all the questions. To test the reliability of the questionnaire after performing a Cronbach’s alpha, each of the variables was calculated separately. The Cronbach’s alpha was 0.82, the integration coefficient was 0.91, the flexibility variable was 0.87, but Cronbach’s alpha information technology was about 0.5, which eliminated questions Inaudible Cronbach alpha has been changed to 0.76.

Considering that the main variable of this research is Information Technology (IT), in the first step, the descriptive study of this variable and the behavior of the constructors of this variable are discussed.

Number | Average | Standard Deviation | Minimum score | Maximum score | |
---|---|---|---|---|---|

Information Technology | 86 | 3.165 | 0.409 | 2.33 | 4.56 |

minimum score is 2.33 and the maximum is 4.56.

In

Number | Average | Standard Deviation | Minimum score | Maximum score | |
---|---|---|---|---|---|

Performance | 86 | 3.375 | 0.483 | 2.00 | 4.50 |

technology, can greatly improve the integrity of their organization’s supply chain, they will use it. In one of the most important questions, 60% believed that information technology had clarified communication with consumers in the supply chain. The explanations presented above are clearly and prominently shown in

Number | Average | Standard Deviation | Minimum score | Maximum score | |
---|---|---|---|---|---|

Integrity | 86 | 3.342 | 0.466 | 2.17 | 4.25 |

impact of information technology on the supply chain integrity and stated that at least in the existing IT sample, the positive effect was on the integrity variable. In order to generalize this statement to the vehicle manufacturers community, we will test it in the inferiority section. The table describes the three variables of the supply chain integrity variable and examines the numbers presented in the table.

Given the fact that the number 3 in the answers provided shows the average option score, we can say that the mean of the integrity variable is higher than the average and upward. This mean is greater than 3 indications of the positive impact of information technology on the supply chain integration in this sample, which is decided in the inferential section to generalize this point to the community. Also, the relatively low standard deviation in the integration variable of this sample suggests that the average presented in the table can be largely relied on and thus it is stated that most of the answers given are around the mean of the sample.

In this section, we examine the inferential variables and try to test all the results obtained in the descriptive study of the variables inferential and to decide on the generalization of these results to the automobile component community. Therefore, all assumptions are tested in later sections, which are supposed to be

Number | Average | Standard Deviation | Minimum score | Maximum score | |
---|---|---|---|---|---|

Flexibility | 86 | 3.162 | 0.515 | 2.17 | 4.50 |

explained and interpreted. Most research often begins with questions and hypotheses. A kind of inferential statistics technique used to answer research questions is “statistical estimation,” according to which it has to pass through the questionnaire and construct a statistical hypothesis. The guesses hypothesis is about the population parameter and the appropriate statistical techniques for checking the validity of the hypotheses are the “statistical test hypothesis”.

In general, the purpose of the statistical hypothesis test is to determine whether, according to the information obtained from the sample data, the conjecture that has been confirmed about the attribute of the community is confirmed. This conjecture as a research goal typically contains a claim about the value of a community parameter. In fact, every ruling about society is called a statistical hypothesis that its acceptability should be investigated based on information obtained from sampling of society. Because the claim may be correct or false, then there are two complementary assumptions in the mind: the H 0 assumption (usually the opposite of the claim), and the H 1 assumption (usually asserted in it). Therefore, according to the information obtained from the sample, the decision maker must choose one of two decisions or inferences:

1) Reject H 0 and conclude that H 1 is verified by the data.

2) Do not reject H 0 and conclude that H 1 is not approved by data.

The process of choosing one of these two decisions is called statistical test. The most important step in the test of statistical hypothesis is to convert the “question or research hypothesis” into a “statistical hypothesis” [

In this regard, it is stated that, according to the experts of the automobile manufacturing industry:

1) Information technology is effective in supply chain performance.

2) Information technology is effective in the integrity of the supply chain.

3) Information technology is effective in supply chain flexibility.

4) Integration in supply chain performance is effective.

5) Flexibility in the supply chain performance is effective.

In the first step, we will examine the inferential statistics of the first hypothesis (hypothesis 1) proposed in the previous section. If we want to decide on the effect of the IT or IT variable on the supply chain performance variable, we must examine the correlation coefficient of these two variables and make a relevant statistical test regarding the significance of this correlation coefficient. In this regard, using Pearson correlation coefficient test, we examine the existence or non-existence of linear relationship between these variables. Therefore, we present the statistical hypothesis as follows.

{ H 0 : ρ x , y = 0 H 1 : ρ x , y ≠ 0

Which X indicates the variable of information technology and Y indicates the variable of supply chain performance. To test the above hypothesis, the following test statistic is used:

t ob = r n − 2 1 − r 2 (4)

In this case, n is the sample size and r is the correlation coefficient of the Pearson sample are calculated using the following equation:

r = ∑ i = 1 n ∑ j = 1 n ( x i − x ¯ ) ( y j − y ¯ ) ∑ i = 1 n ( x i − x ¯ ) 2 ∑ j = 1 n ( y j − y ¯ ) 2 (5)

Accordingly, after calculating of t o b for judgment of the zero assumption, we must obtain the value of t 1 − α / n , n − 2 from the t-student table (this value is obtained with respect to the length of the corresponding point of 1 − α / 2 with the cumulative probability ( 1 − α / 2 ) or percentile of the t-student distribution with the n − 2 degree of freedom) which, as in the present study, n = 86 and α = 0.05 are considered from t-student and t 0 / 975 , 84 = 1.97 to be derived from the table. Therefore, in order to make a decision to reject or accept the null hypothesis, we can use the relation if | t o b | ≥ t 1 − α / 2 , n − 2 then R H ∘ (the assumption of zero is rejected) or, if we calculate P-value, we can use the relation if P -value ≤ α then R H 0 (the assumption of zero is rejected).

According to the above explanations, t ob = 7 / 69 is larger than the test statistic mentioned above. Also, P -value ≤ α relation established, there is a relationship and the assumption that the information technology does not affect the supply chain performance can be assumed to be zero, and so it has been assumed that information technology affects the supply chain performance. Therefore, considering the correlation coefficient in

In the second hypothesis, the existence or non-existence of a linear relationship between the two variables of information technology and the integrity of the supply chain is examined. This hypothesis is presented as follow:

{ H 0 : ρ x , y = 0 H 1 : ρ x , y ≠ 0

H_{0}: Information technology affects the supply chain integrity.

H_{1}: Information technology does not have an effect on the integrity of the supply chain.

We now look at and examine the implications of deciding whether to accept or reject the table in

Number | Pearson coefficient | Test statistics | P-value |
---|---|---|---|

86 | 0.643 | 7.69 | 0.000 |

Considering the explanations in the previous section about the correlation coefficient test and also the results of the table, it should be said that if P -value ≤ α then the assumption of zero is not confirmed, and in the second hypothesis it should be stated that information technology affects the supply chain integrity. Also, since the Pearson correlation coefficient reported in the table is equal to 591 and greater than zero, it can be stated that information technology has a positive and upward effect on the supply chain integrity.

If the third main hypothesis, or the hypothesis of IT communication and supply chain flexibility, is confirmed, IT can play a role in the function, integrity and flexibility of the supply chain. Therefore, in order to authorize such a claim about this role, we present the third main hypothesis as follows:

{ H 0 : ρ x , y = 0 H 1 : ρ x , y ≠ 0

We can see

Number | Pearson coefficient | Test statistics | P-value |
---|---|---|---|

86 | 0.591 | 6.71 | 0.000 |

Number | Pearson coefficient | Test statistics | P-value |
---|---|---|---|

86 | 0.622 | 7.28 | 0.000 |

( ρ = 0.622 ), it can be stated that the effect of information technology on the supply chain flexibility One effect is positive, and the more IT is used and the more accurate programming, the more flexible the supply chain is, the more clearly it is seen in the image of the image in the distribution chart in

In this section, we examine the relationship between the two variables of supply chain function and integration and decide on the significance of this relationship by testing the three initial hypotheses.

{ H 0 : ρ x , y = 0 H 1 : ρ x , y ≠ 0

H_{0}: Integration in supply chain performance is not affected.

H_{1}: Integration in the supply chain performance is affected.

The test statistic and reported P-value in the table indicate a rejection of the assumption that there is no effect on the supply chain performance, and it should be noted that due to the rejection of the zero assumption and the reported Pearson coefficient in the table, supply chain integrity has a positive effect on the supply chain performance. By increasing the score in this variable, a high-ranking supply chain can be achieved. In

This hypothesis, as shown in

{ H 0 : ρ x , y = 0 H 1 : ρ x , y ≠ 0

H_{0}: Flexibility in the supply chain operation is not affected.

H_{1}: Flexibility in the supply chain operation affects.

The numbers reported in the table indicate the rejection of the zero assumption and the existence of a positive linear relationship between the two supply chain performance variables and the supply chain flexibility. In

Number | Pearson coefficient | Test statistics | P-value |
---|---|---|---|

86 | 0.643 | 6.97 | 0.000 |

Number | Pearson coefficient | Test statistics | P-value |
---|---|---|---|

86 | 0.506 | 5.38 | 0.000 |

shows the distribution of these two variables, the existence of this positive linear relationship is clearly seen.

After examining the relationships between each of the variables of the research with the information technology variable, it was found that there is a significant linear relationship between the variable of information technology with the variables of performance, integrity and flexibility of the supply chain (main research questions). But the discussion here is whether these variables (simultaneously) can be related to the dependent variable by taking into account the effect of the interacting factors of independent variables with each other? Therefore, in this section, the simultaneous effect of three independent variables of this research on the dependent variable (information technology) is evaluated and multivariate regression is used for this purpose. Regression analysis is a method used to study the relationships between variables, and in particular understanding the dependence of one variable on other variables. Linear regression model is based on hypotheses. After estimating regression coefficients and fitting the regression line, the validity of these assumptions should be checked, in order to ensure the reliability of its results as much as possible. Based on this, Darwin-Watson statistics are used to study the lack of self-correlation between the residuals, the normal probability diagram to check the normality of residues, and the fitted-value graph of the residuals to verify the variance constant.

In order to measure the coherent relationship between the three variables of performance, integrity and flexibility of the supply chain with the information technology variable, a multivariable regression model with three independent variables is fitted on the data, and the least squares error method, one of the common methods for estimating model parameters Is used to estimate regression coefficients. The steps are performed by statistical software and a summary of the results is reported in

According to the probability value of each of the regression coefficients, it is

Parameter estimation | standard deviation | Test statistics | P-value | |
---|---|---|---|---|

Regression coefficient | 0.848 | 0.259 | 3.279 | 0.002 |

Integrity | 0.245 | 0.092 | 2.665 | 0.009 |

Flexibility | 0.311 | 0.074 | 4.207 | 0.000 |

Performance | 0.153 | 0.089 | 1.717 | 0.048 |

R = 0.714 R 2 = 0.509 R adj 2 = 0.491 |

clear that the constant of the regression (the width of the origin) and all three variables of performance, integration and flexibility of the supply chain are significant in the model. Also, the amount of regression coefficient that is obtained in R 2 = 0.509 and its approximate equality with the amount of adjusted adjustment coefficient ( R adj 2 = 0.491 ), expresses the absence of unnecessary independent variables in the model, and confirms the results. Therefore, the final regression model is fitted as follows.

y ^ = 0.848 + 0.153 a + 0.245 b + 0.311 c ( 0.0 74 ) ( 0.0 92 ) ( 0.0 89 ) ( 0. 259 )

In which,

y ^ : the fitted value of the dependent variable of information technology,

a : is the variables of the supply chain performance scores,

b : the variables of the supply chain integration, and

c : the variables of the supply chain flexibility.

As previously stated, these basic assumptions in the regression include the lack of self-correlation of the remainders, the normalization and the constant of their variance. To study the validity of the first hypothesis, the Darwin-Watson statistic has been used. According to the findings, the value of the Darwin- Watson statistic is 1.565, which confirms this non-correlation between the residues. The other two conditions are also examined by plotting the normal probability charts of the residues and the charts of gravity values against the residuals.

In the analysis of the diagram of

Today, the role, importance and status of information is obvious to everyone. Proper circulation and proper transmission of information will make the

processes more efficient and efficient, and make their management easier. In the supply chain discussion, the importance of coordination in activities is very important. This point is also true in the management of information in the supply chain, information system management and information transmission. The purpose of this study was to investigate the impact of new technologies such as the Internet and software that provide a faster and better communication between supply chain components. The results of data analysis showed that information technology has a positive effect on the supply chain performance. Whatever is considered as information technology in the supply chain of component makers and the criteria of each of the variables of the research were presented and summarized. The results show the relationship between independent information technology variable and dependent variables of performance, integrity and flexibility. The results of this research can be divided into two parts: the first part is the criteria based on the study of past research and coordination with the companies investigated and experts’ view to assess the variables of integration function and flexibility in the chain. The supply was made in a questionnaire. The second part confirms the research hypotheses and confirms previous research after collecting questionnaires, analyzing them and using statistical software like SPSS. The hypotheses in this research was to examine the effect of information technology on three variables of supply chain performance, supply chain integration and supply chain flexibility.

It is stated in this way that according to the experts of the automobile manufacturing industry:

1) Information technology is effective in supply chain performance.

2) Information technology is effective in the integrity of the supply chain.

3) Information technology is effective in supply chain flexibility.

4) Integration in the supply chain operation is effective.

5) Flexibility in the supply chain performance is effective.

All hypotheses were proved based on descriptive analyzes as well as inferential tests. Descriptive analyzes indicate the respondents’ opinion that the high average of total questions indicates the importance of using information technology in each of the supply chain variables. Inference should be used to generalize the results to the vehicle manufacturer’s community.

The research has been supported by TarbiatModarres University, ShahidBeheshti University, and Khatam Al-Anbiya University of Tehran.

Mashreghi, M., Kalani, E., Elhami, A., Alamdari, A.F., Bakhtiyari, I. and Kamrani, E. (2018) Impact of Information Technology on the Supply Chain Performance of the Car Segmentation Companies with Emphasis on the Integrity and Flexibility. American Journal of Industrial and Business Management, 8, 341-358. https://doi.org/10.4236/ajibm.2018.82021