=Paper= {{Paper |id=Vol-2393/paper_394 |storemode=property |title=Influence of the Country’s Information Development on its Tourist Attractiveness |pdfUrl=https://ceur-ws.org/Vol-2393/paper_394.pdf |volume=Vol-2393 |authors=Yuliia Lola,Svitlana Prokopovych,Olena Akhmedova |dblpUrl=https://dblp.org/rec/conf/icteri/LolaPA19 }} ==Influence of the Country’s Information Development on its Tourist Attractiveness== https://ceur-ws.org/Vol-2393/paper_394.pdf
    Influence of the Country’s Information Development on
                   Its Tourist Attractiveness


                 Yuliia Lola1, Svetlana Prokopovich1, Olena Akhmedova1
        1
            Simon Kuznets Kharkiv National University of Economics, 9-A, Ave.Nauki,
                                  Kharkiv, 61166 Ukraine
        yuliia.lola@hneu.net, prokopovichsv@gmail.com,
                   yelena.akhmedova@hneu.net

       Abstract. A number of studies have researched the effects of tourism on trans-
       portation system, hotel industry, economic efficiency and environment. This
       paper examines the         influence of the information and communication tech-
       nologies development on the inbound tourism intensity. The correlation and
       regression analysis has been used to identify the relationship between the Travel
       and Tourism Competitiveness Index, the Information and Communication
       Technology Development Index and International tourism arrivals. The results
       demonstrate that there is a close link between the countries’ tourist attractive-
       ness and the level of their information and communication development. How-
       ever, it is not equal for different countries, which are grouped by the level of in-
       tensity of tourism arrivals, the level of the country’s attractiveness and its in-
       formation and communication technologies development. Besides, the coun-
       try’s information and communication technologies development has little effect
       on the inbound tourism intensity



       Keywords: tourist attractiveness of a destination, information and communica-
       tion development of a country, the travel and tourism competitiveness index, in-
       ternational tourism arrivals.


1      Introduction

The contemporary unification of the world society into a single information and
communication network and the transformation of information technologies into the
generative force of socio-economic development contributes to the close interconnec-
tion between countries, regions and societies of different nations. Most countries are
actively using Internet space to shape the country’s image (including tourist image).
Mainly because it is one of the most important tools for creating an appropriate image
of the country as a tourist destination that can greatly increase the intensity of the
inbound tourism flow. In this regard, the study of the impact of the country’s informa-
tion and communication technologies development on the tourism and travel devel-
opment is relevant and requires further theoretical and practical research.
2      Theoretical development and hypotheses formulation

Tourism development affects the development of a range of other areas of economic
activity. Inbound and outbound tourism has bidirectional causality with air transporta-
tion (Syed Abdul Rehman Khan and other, 2017). Air transport and tourism are
highly connected. Researches show that tourist-oriented airports may achieve higher
efficiency levels than non-touristic ones (Xosé Luis Fernández, Pablo Coto-Millán,
Benito Díaz-Medina, 2018).
   The level of tourism development is estimated by the global index. The Travel &
Tourism Competitiveness Index has been the subject of some methodological criti-
cism, such as the arbitrary weighting of variables. There is an alternative methodol-
ogy for calculating this index based on two points of reference to propose a new stan-
dardization. А synthetic index that measures the state of the pillar in the worst posi-
tion, as well as other alternative indices, is calculated (Juan Ignacio Pulido-Fernández,
Beatriz Rodríguez-Díaz, 2019).
   Depending on how the variables are included in the underlying technology specifi-
cation, the same tourism index can be oriented towards the assessment of either the
private or the public sector’s effectiveness (Walter Briec and other, 2018).
   Trade openness, climate change and intensity of market competition increase tour-
ism efficiency in China. Tourism efficiency improvement in China was mainly driven
by technological improvement (Sami Chaabouni, 2019).
   UNESCO’s World Heritage inscription is considered to positively influence tour-
ism demand. However, relevant econometric research has yielded inconsistent results.
A sub-group analysis identifies different factors in developing vs. developed countries
and cultural vs. natural WHS types. (Yang LanXuе, Thomas E.Jones, 2019).
   The expansion of tourism translates into an environmental deterioration of the des-
tination (risk dimension) and, furthermore, it substantiates that there are specific vari-
ables connected to environmental sustainability (regulatory dimension) that contribute
to greater tourism growth, so that the relationship between tourism and environmental
sustainability is bidirectional (Juan Ignacio Pulido-Fernández, Pablo Juan Cárdenas-
García, Juan Antonio Espinosa-Pulido 2019).
   The studies suggest that the effect of growth rate of total foreign tourist arrivals on
hotel equity return is asymmetric and state-dependent, conditional on the distributions
of hotel equity return. The study further identified that GTA has a significant influ-
ence only on equity returns of hotels with a small size (Ming-Hsiang Chen, 2016).
   The shift of our view on information technology in tourism research from a primar-
ily a marketing-driven tool to a knowledge creation tool due to new technological
conditions such as the smartphone, drone, wearables, new connectivity and big data is
recognized. Some possible future research problems and challenges regarding our
existing views of the relationship between information technology and tourism are
studied (Zheng Xiang, 2018).
   Not only ICTs empower consumers to identify, customise and purchase tourism
products but they also support the globalisation of the industry by providing effective
tools for suppliers to develop, manage, and distribute their offerings worldwide (Bu-
halis, 1998).
   Buhalis (1998) stated that potential tourists have become moreindependent and so-
phisticated on using a wide range of tools to arrange for their trips (such as Expedia,
Googleand Kayak, visitbritain.com), web 2.0portals, wayn and tripadvisor, kelkoo).
   Information Search is a significant part of the purchase decision process and was
revolutionised as a result of the Internet. ICTs not only reduce uncertainty and per-
ceived risks but also enhance the quality of trips (Fodness &Murray, 1997).
   The quality of the website, Digital Marketing, Social Networking, Multimedia,
Mobile Technologies and Intelligent Environments are the main keys factors of ICT
in Tourism (Elisabete Paulo Morais & other, 2016).
   A Virtual Travel Community (VTC) makes it easier for people to obtain informa-
tion, maintain connections, develop relationships, and eventually make travel-related
decisions (Stepchenkova, Mills & Jiang, 2007).
   Increasingly the impacts of ICTs are becoming clearer, as networking, dynamic in-
terfaces with consumers and partners and the ability to re-develop the tourism product
proactively and reactively are critical for the competitiveness of tourism organizations
(Buhalis, D., & Law R., 2008).
   The analysis of the mentioned resources has allowed hypothesizing the following:
   Hypothesis 1. Information development of the society contributes to the improve-
ment of the country’s tourist attractiveness.
   Hypothesis 2. The development of information and communication technologies
in the countries across the globe positively influences the inbound tourism intensity.


3      Methods

The methods of multivariate statistical analysis, such as Descriptive Statistics, the
multiple regression, the cluster analysis were used to study the influence of informa-
tion and communication technologies on tourism. These statistical methods were im-
plemented with the StatSoft's software package Statistica. This package is well bal-
anced with the “power / convenience ratio”, has a wide range of functional data
analysis algorithms and has wide graphical capabilities for data visualization.
   To carry out the research, the global indices and variables of tourism development
were selected:
   The Travel and Tourism Competitiveness Index (TTCI), which reflects the level of
the country’s attractiveness for both tourists and also investors and representatives of
the tourism business. This index includes the characteristics of the following frame-
work: Enabling Environment, Travel and Tourism Policy and Enabling Conditions,
Tourism and Transport Infrastructure, Natural and Cultural Resources [12];
   The Information and Communication Technologies Development Index (ICT) re-
flects the level of networked infrastructure and access to ICTs, the level of use of
ICTs in the society and more efficient and effective ICT use [11].
   International tourism arrivals (ITA) is one of the main indicators that reflects the
effectiveness of all the measures adopted for the development of tourism in the coun-
try [3].
  The objects of research are 80 countries of the world. The variables are the data for
2016. The countries without sufficient data were excluded from the database.


4                Results

In order to study the influence of the country’s information and communication de-
velopment on tourism development, the following algorithm of the research has been
proposed:
   Stage 1. Selection of the initial variables.
   Stage 2. Research of the basic statistical characteristics of the selected variables.
   Stage 3. Verification of the first hypothesis on the basis of the correlation-
regression analysis methods.
   Stage 4. Verification of the second hypothesis on the basis of the correlation-
regression and cluster analysis methods for the whole array of initial data and within
the scope of separate groups of countries, which are similar according to the level of
tourism activity.
   For implementation of the first stage of the algorithm, the following variables were
selected: Travel and Tourism Competitiveness Index (TTCI), Information and Com-
munication Technologies Development Index (ICT) and International Tourism Arri-
vals (ITA).
   The descriptive statistics was used to process, systematize and provide quantitative
description of the empirical data by means of the main statistical indicators. The im-
plementation of the second stage of the study presupposed the calculation of the fol-
lowing characteristics: Mean, Median, Mode, Frequency of Mode, Minimum, Maxi-
mum, Variance, Standard Deviation, Coefficient of Variation, Skewness, Kurtosis, as
well as histograming. The results of calculation are presented in Table.1.

                                                Table 1. Descriptive Statistics
                                                           Descriptive Statistics
    Variable




                                                                            Variance
                                                of Mode
               Valid N




                                Median




                                                                                                                      Kurtos.
                                                                                                             Skewn.
                                         Mode
                         Mean




                                                                                                     Coef.
                                                 Freq.




                                                                                              Dev.
                                                                  Max




                                                                                                     Var.
                                                           Min




                                                                                              Std.




TTCI             80       4,13 4,125 3,910        3        3,09    5,43                0,36    0,60 14,542 0,2079 -0,7614
ICT              80       6,52 6,875     –        –        3,03    8,98                2,66    1,63 24,946 -0,4806 -0,7991
ITA              80 12684,2 5460,0       –        –       121,0 82600,0 316498734 17790,4 140,256 2,3697 5,6854


   The results of the histograming of distribution for each of the studied variables are
presented in Fig. 1 – 3.
                                            Histogram: TTCI
                                   K-S d=,06011, p> .20; Lilliefors p> .20
                                    Shapiro-Wilk W=,97569, p=,13091
              30



              25



              20
No. of obs.




              15



              10



               5



               0
                   2,5       3,0          3,5           4,0           4,5        5,0       5,5
                                             X <= Category Boundary


                                   Fig. 1. TTCI variable distribution histogram

                                             Histogram: ICT
                                   K-S d=,10402, p> .20; Lilliefors p<,05
                                    Shapiro-Wilk W=,94517, p=,00184
              22

              20

              18

              16

              14
No. of obs.




              12

              10

               8

               6

               4

               2

               0
                   2     3            4            5           6             7         8    9
                                             X <= Category Boundary

                                     Fig. 2. ICT variable distribution histogram
                                                         Histogram: Arrivals
                                                 K-S d=,24004, p<,01 ; Lilliefors p<,01
                                                  Shapiro-Wilk W=,67618, p=,00000
                      60



                      50



                      40
        No. of obs.




                      30



                      20



                      10



                       0
                           -10000   0    10000    20000    30000    40000    50000    60000   70000   80000   90000
                                                          X <= Category Boundary



                                        Fig. 3. ITA variable Distribution Histogram

    According to the results of the analysis of the obtained statistical characteristics
(see Table 1) and distribution histograms (see Figures 1-3), the following conclusions
can be made:
- the TTCI variable has a distribution close to normal. This is evidenced by the prox-
imity of the mean, mode and median, as well as small values of the skewness and
kurtosis. This variable has the least value of the coefficient of variation (14,52);
- the ICT variable also has a distribution rather close to normal. Its average value is
close to the median. But unlike the TTCI variable, it has a slightly larger range (from
3.03 to 8.98) and a larger coefficient of variation (24.95). It should be noted that al-
most half of the world’s countries (38 out of 80) fall into the last two intervals with
values of 7 to 8 and from 8 to 9. This means that a significant part of the countries in
the considered group has a high level of development of information and communica-
tion technologies (ICT);
- the ITA variable is significantly different from the previous two. First of all, it has a
completely different unit of measurement and dimension, therefore, during further
research with the simultaneous use of the TTCI and ICT variables, the calculations
will be made on the basis of the standardized data. Secondly, the distribution of this
variable is quite distant from normal. This is evidenced by the large difference be-
tween the mean and the median (12 684.2 and 5 460.0 thousand persons respectively),
as well as the statistical criteria of the Kolmohorov-Smirnov (K-S test), Shapiro-Wilk
test and Lillifors test. For the distribution of this variable the right-side bias is charac-
teristic (the skewness equals 2.37) and significant elevation (the kurtosis is equal to
5.69). In 2016, this variable was significant (from 121 to 82,600 people), more than
50 countries had the value of this variable up to 10,000 thousand people, in France
this value was more than 80,000, and in Spain and United States – it ranged from
70,000 to 80,000 thousand people.
   The verification of the first hypothesis that the information development of the so-
ciety contributes to the improvement of the country’s tourist attractiveness was car-
ried out during the implementation of the third stage of the study. A pair correlation
coefficient between the TTCI and ICT variables was calculated according to the data
from all 80 countries. In 2016 it was equal to 0.711 that indicates a fairly close direct
linear relationship between these variables. The graphic representation of this connec-
tion is given in Fig. 4.




                 Fig. 4. Dispersion field (correlation field) between factors

   The dispersion field proves a linear relationship between TTCI and ICT, therefore,
we can accept the hypothesis 1 that the greater the information development of the
country is, the better the tourism and travel sector is developed in this country. This
allows putting forward the second hypothesis that the development of information and
communication technologies in the countries of the world positively influences the
intensity of inbound tourism.
   Thus, the implementation of the fourth stage involves verification of the second
hypothesis that involves the following sequence of steps:
   Step 1. Determination of the pair correlation coefficients between the resulting ITA
variable and factor variables of TTCI and ICT.
   Step 2. Construction of the multiple regression based on the standardized data of
the type:
where a1 та a2 are unknown parameters that are evaluated by the least squares
method.
Step 3. Distribution of countries into homogeneous groups according to the ITA,
TTCI and ICT variables on the bassis of the cluster analysis methods.
Step 4. Construction of the multiple regression (1) for each of the clusters.
Step 5. Making conclusions as to the hypothesis acceptance or rejection.
   In the result of implementation of the first step the following values of the pair cor-
relation coefficients have been received:                      ;                  . These
values mean that there is a direct linear link of the moderate level between ITA and
TTCI, but between ITA and ICT there is a direct but weak link.
   The obtained values are not sufficient for accepting or rejecting the hypothesis 2.
Therefore, during the second step, the following equation of multiple regression was
constructed:

   This regression equation is statistically significant in terms of Fisher’s criterion (F
= 40.32), and separate parameters according to Student’s criterion (                      ,
              ). The coefficients of the multiple correlation (R = 0.713), the determina-
tion (              )) and the corrected determination coefficient (                ) indi-
cate a sufficient quality of the model. There is no autocorrelation of the errors in this
model (the statistics of Darbine-Watson are approximately equal to 2, and the cyclic
coefficient of autocorrelation is close to 0). Thus, this model can be used for analysis
and forecasting.
   We have analysed the problem under study according to this model. As can be seen
from the obtained regression equation, compared with the pair correlation coeffi-
cients, there is a significant increase of the influence of TTCI on ITA (from 0.6574 to
0.9293), the simultaneous change of direction and the increase of the influence of ICT
on ITA (from + 0.2734 to -0.3915). To answer the question whether these changes are
only due to the multicollinearity that are present in the model, or in fact there is an
inverse relationship between ICT and ITA, partial correlation coefficients have been
calculated and their statistical significance checked. The results of calculations are
given in Table 2.

                   Table 2. Results of correlation coefficients calculations
         Variables currently in the Equation; DV: ITA
                        Partial      Semipart
            b* in                               Tolerance R-square             t(77)   p-value
Variable                 Cor.          Cor.
TTCI       0,936420 0,684528 0,658439 0,494413 0,505587                        8,23980 0,000000
ICT         -0,392394 -0,366155 -0,275910          0,494413 0,505587 -3,45277 0,000905


  As can be seen from Table 3, the value of the partial coefficients is:
       ;                         and they are statistically significant according to the
Student’s criterion.
   During the next, third step, using the cluster analysis methods, we obtain homoge-
neous groups of countries. The grouping of countries is based on the hierarchical
method of full communication, which allows clearly divide the countries into two,
three, or four clusters. The division into 2 clusters is not informative. If we divide
countries into 4 clusters, then the last cluster will consist of only three countries (28,
69 and 77). Therefore, it is rational to divide countries into three clusters, which cor-
responds to the logical distribution of countries with high, medium and low intensity
of foreign tourists’ arrivals.
   Based on the iterative method of clustering k-means, the following cluster results
have been obtained. The first cluster includes 30 countries with the low inbound tour-
ism activity (Cluster contains 30 cases). These countries are listed in Table 3.

           Table 3. Members of Cluster Number 1 and Distances from Respective

                                       Cluster Center
 Саse    Coun-                 Case                 Dis-      Case                 Dis-
                  Distance              Country                        Country
 No.      try                  No.                 tance      No.                 tance
        Alba-                                                          Nicara-
C_1                0,2130      C_29     Georgia    0,370     C_56
         nia                                                             gua       0,569
        Arme-                           Guate-     0,533                Para-
C_3                0,3328      C_32                          C_58
         nia                             mala        6                  guay       0,448
        Azer-                           Hondu-     0,562
C_6                0,5073      C_33                          C_59        Peru
        baijan                            ras        3                             0,479
                                                                        Philip-
C_9     Bhutan     0,4266      C_36      India     0,961     C_60
                                                                         pines     0,119
        Bosnia
                                          Iran,
          and                                                           Roma-
C_10               0,4561      C_37     Islamic    0,287     C_63
        Herze-                                                           nia
                                          Rep,
        govina                                                                     0,626
         Cam-
C_13               0,5963      C_41     Jamaica    0,166     C_65       Serbia
         bodia                                                                     0,649
          Co-                          Kyrgyz                            Sri
C_17               0,3328      C_44                0,455     C_70
        lombia                         Republic                         Lanka      0,421
          Do-
         mini-
C_23      can      0,1642      C_51    Moldova     0,723     C_75      Ukraine
        Repub-
           lic                                                                     0,428
                                                                        Vene-
         Ecua-                          Mongo-
C_24               0,3597      C_52                0,244     C_79       zuela,
          dor                            lia
                                                                         RB        0,288
           El
                                        Monte-
C_25     Salva-    0,4453      C_53                0,585     C_80      Vietnam
                                        negro
          dor                                                                      0,348
  Besides, these countries have a very low level of tourism potential (TTCI), infor-
mation, and communication technologies development (ICTs). Under the current
conditions of certain instability, Ukraine is referred to this group.
   The second cluster includes 38 countries with an average level of inbound tourism
activity (Cluster contains 38 cases) and is presented in Table 4.

             Table 4. Members of Cluster Number 2 and Distances from Respective

                                         Cluster Center
 Саse             Dis-  Саse                          Dis-    Саse                       Dis-
         Country                        Country                          Country
 No.             tance  No.                          tance    No.                       tance
         Argen- 0,42326 C_2                         0,29058   C_5        Nether-       0,47531
 C_2                                    Estonia
          tina     0     6                              9      4          lands           0
            Austra-   0,75429 C_2                   0,22647   C_5       New Zea-       0,44557
 C_4                                    Finland
              lia        2     7                       6       5          land            0
            Barba-    0,51231 C_3                   0,55392   C_5                      0,42966
 C_7                                     Greece                          Norway
             dos         5     1                       3       7                          1
                      0,20128 C_3                   0,42158   C_6                      0,44142
 C_8     Belgium                        Hungary                          Poland
                         8     4                       9       1                          8
                      0,54964 C_3                   0,55850   C_6                      0,41838
 C_11       Brazil                       Iceland                         Portugal
                         9     5                       0       2                          3
                      0,33395 C_3                   0,22727   C_6        Russian       0,57500
 C_12    Bulgaria                        Ireland
                         7     8                       4       4        Federation        4
                      0,69699 C_3                   0,53658   C_6                      0,52116
 C_14       Canada                       Israel                         Singapore
                         3     9                       2       6                          2
                      0,47380 C_4        Korea,     0,55880   C_6        Slovak        0,48333
 C_15       Chile
                         4     3          Rep,         7       7        Republic          7
            Costa     0,47433 C_4                   0,44958   C_6                      0,26416
 C_18                                    Latvia                         Slovenia
            Rica         4     5                       2       8                          8
                      0,21570 C_4                   0,49697   C_7                      0,34754
 C_19       Croatia                     Lithuania                        Sweden
                         6     6                       7       1                          2
                      0,37245 C_4       Luxem-      0,42012   C_7        Switzer-      0,69462
 C_20       Cyprus
                         7     7         bourg         3       2          land            1
            Czech
                      0,22669 C_4                   0,73836
 C_21       Repub-                      Malaysia
                         7     8                       2      C_7                      0,75310
              lic                                                       Uruguay
                                                               8                          3
             Den-     0,40213 C_4                   0,26146
 C_22                                    Malta
             mark        6     9                       8

   Countries in the cluster 2 are characterized by the highest level of tourism potential
(TTCI) and the average level of ICT development.
   The third cluster includes 12 countries with the highest level of inbound tourism
activity (Cluster contains 12 cases). This claster is presented in Table 5.

             Table 5. Members of Cluster Number 3and Distances from Respective

                                         Cluster Center
 Саse No.        Country     Distance     Саse No.            Country                Distance
   C_5           Austria     0,701654       C_50              Mexico                 0,941073
   C_16        China       0,727240        C_69               Spain             1,028845
   C_28        France      1,230744        C_73             Thailand            0,926716
   C_30       Germany      0,654982        C_74              Turkey             0,916710
   C_40         Italy      0,171680        C_76          United Kingdom         0,678250
   C_42        Japan       0,932930        C_77           United States         0,968470

   Countries of the latter cluster are characterized by the highest level of tourism po-
tential development (TTCI) and rather high level of ICT.
   It should be noted that the received country grouping by the level of tourism activ-
ity is sustainable, since the hierarchical method of complete dependence and the k-
medium method yielded identical results, except for the country number 78 (Uruguay)
which, according to the first method, was reffered to the low-income countries devel-
opment, and, according to the second method, it was reffered to countries with an
average level of development. As the final result we accept the one that gives the k-
medium method, since this method minimizes intragroup variance and maximizes the
intergroup, thus providing higher-quality clusterization.
   The average means of the variables, according to which the clusterization was car-
ried out, are presented in Fig. 6




             Fig. 6. Average means of TTCI, ICT and ITA variables by clusters

   Analysis of the means given in Fig. 6, allows to draw the following conclusions.
First, the cluster number 1 is formed by the countries with the lowest values of the
TTCI, ICT and ITA variables. The second cluster consists of the countries with an
average level of TTCI and ITA, but with the highest level of ICT. The third cluster
includes the countries with the highest levels of TTCI and ITA with high (but not the
highest) level of ICT. In addition, the countries of the second and third clusters are
characterised by the inverse dependence between the ITA and ICT variables. This is
also confirmed by the calculation of the pair correlation coefficients between the vari-
ables for each cluster separately. The results of calculations are presented in the Table
6.

             Table 6. Matrices of the pair correlation coefficients for each cluster

                  Claster 1                                         Claster 2
Variable      TTCI         ICT         ITA        Variable      TTCI            ICT         ITA
    TTCI             1    -0,0763      0,4156        TTCI              1        0,4883     0,3444
                                                                                                -
     ICT
             -0,0763             1    -0,1822            ICT     0,4883                1   0,1534
     ITA      0,4156      -0,1822            1           ITA     0,3444         -0,1534           1
                                             Claster 3
                         Variable     TTCI          ICT          ITA
                              TTCI           1      0,8328       0,3931

                               ICT     0,8328              1     0,1444

                               ITA     0,3931       0,1444             1


   Let us analyze the means of the obtained coefficients in more detail.
   Thus, cluster 1, in comparison with other clusters, is characterised by the strongest
direct dependence between TTCI and ITA (0.4156) and the inverse dependence be-
tween ICT and ITA (-0.1822). Besides, the countries within this cluster have almost
no dependence between TTCI and ICT (-0,0763), that is, for countries of this group
we reject the hypothesis 1.
   The absence of multicollinearity between the TTCI and IST factors enables to con-
struct a two-factor regression model (1):

   This regression equation is statistically significant in general according to Fisher’s
criterion (F = 3.395, Significance F = 0.048). According to Student’s criterion, only
the influence of the TTCI factor (                                 ) is statistically signifi-
cant, whereas the influence of ICT is not statistically significant (                  ). The
coefficients of the multiple correlation (R = 0.442), the determination (                    )
and the corrected determination coefficient (                 ) indicate insufficient qual-
ity of the model. Thus, on the basis of the above stated, for the countries with the low
level of tourism activity the hypothesis 2 is rejected.
   Cluster 2 is characterised by a weak dependence between TTCI and ICT (0.4883),
as well as between TTCI and ITA (0.3444). There is a weak inverse dependence be-
tween the ICT and ITA values (-0.1534), that is, for countries of this group we accept
the hypothesis 1.
   The lack of multicollinearity between the TTCI and ICT factors within the cluster
1 allows to construct a two-factor regression model (1):
   This regression equation is statistically significant in terms of Fisher’s criterion (F
= 6.143, Significance F = 0.005). According to Student’s criterion, the influence of
both factors is statistically significant: і ТТСІ (                               ), і ІСТ
(                                  ). The coefficients of the multiple correlation (R =
0.504), the determination (                 ) and the corrected determination coefficient
(                ) indicate insufficient quality of the model. Thus, on the basis of the
above stated, the hypothesis 2 for the countries with the average level of tourism ac-
tivity is rejected.
   Cluster 3 is characterised by a weak dependence between TTCI and ITA (0.33931),
as well as by a very weak dependence between ICT and ITA (0.1444). There is a
strong direct dependence between TTCI and ICT (0.8328), that is, for the countries of
this group we accept the hypothesis 1.
   The presence of strong multicollinearity between the factors of TTCI and ICT does
not allow to construct a two-factor regression model (1).
   Thus, on the basis of the aforementioned, the hypothesis 2 for the countries with
the high level of tourism activity is rejected.
   Let us analyze the means of the obtained coefficients in more detail.
   Thus, cluster 1, in comparison with other clusters, is characterised by the strongest
direct dependence between TTCI and ITA (0.4156) and the inverse dependence be-
tween ICT and ITA (-0.1822). Besides, the countries within this cluster have almost
no dependence between TTCI and ICT (-0,0763), that is, for countries of this group
we reject the hypothesis 1.
   The absence of multicollinearity between the TTCI and IST factors enables to con-
struct a two-factor regression model (1):

   This regression equation is statistically significant in general according to Fisher’s
criterion (F = 3.395, Significance F = 0.048). According to Student’s criterion, only
the influence of the TTCI factor (                                 ) is statistically signifi-
cant, whereas the influence of ICT is not statistically significant (                  ). The
coefficients of the multiple correlation (R = 0.442), the determination (                    )
and the corrected determination coefficient (                 ) indicate insufficient qual-
ity of the model. Thus, on the basis of the above stated, for the countries with the low
level of tourism activity the hypothesis 2 is rejected.
   Cluster 2 is characterised by a weak dependence between TTCI and ICT (0.4883),
as well as between TTCI and ITA (0.3444). There is a weak inverse dependence be-
tween the ICT and ITA values (-0.1534), that is, for countries of this group we accept
the hypothesis 1.
   The lack of multicollinearity between the TTCI and ICT factors within the cluster
1 allows to construct a two-factor regression model (1):

  This regression equation is statistically significant in terms of Fisher’s criterion (F
= 6.143, Significance F = 0.005). According to Student’s criterion, the influence of
both factors is statistically significant: і ТТСІ (                              ), і ІСТ
(                                  ). The coefficients of the multiple correlation (R =
0.504), the determination (                ) and the corrected determination coefficient
(                ) indicate insufficient quality of the model. Thus, on the basis of the
above stated, the hypothesis 2 for the countries with the average level of tourism ac-
tivity is rejected.
   Cluster 3 is characterised by a weak dependence between TTCI and ITA (0.33931),
as well as by a very weak dependence between ICT and ITA (0.1444). There is a
strong direct dependence between TTCI and ICT (0.8328), that is, for the countries of
this group we accept the hypothesis 1.
   The presence of strong multicollinearity between the factors of TTCI and ICT does
not allow to construct a two-factor regression model (1).
   Thus, on the basis of the aforementioned, the hypothesis 2 for the countries with
the high level of tourism activity is rejected.


5      Conclusion

    Thus,
    1) the tourist attractiveness of the country increases if there are developed informa-
tion and communication technologies, because the quality of tourist information re-
sources (including Internet resources), formation of the comfortable information envi-
ronment, the mass use of platforms for travel services searching and comparing of
their prices, the development of e-commerce in tourism in general contributes to the
improvement of the tourism infrastructure;
    2) there is no dependence of this type between tourism attractiveness and the de-
velopment of information and communication technologies in the first group of coun-
tries, which is characterized by low TTCI, ICT and low intensity of tourist arrivals.
There is a significant dependence in the 2nd group of countries. There is a strong
direct dependence in the third group, characterised by the highest level of tourist arri-
vals and the highest level of tourist attractiveness. That is, the more the country is
attractive for tourism, the stronger is the interdependence between the indicators of
TTCI and ICT;
    3) there is a weak inverse dependence between the countries’ information and
communication technologies development and the intensity of tourist arrivals. More-
over, this connection is not observed in any of the 3 distinct groups of countries. That
is, it can be argued that the development of information and communication technolo-
gies almost does not affect the intensity of inbound tourism.


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