ATHINA PAPAGEORGIOU

Dept. of Hospitality and Tourism Management, School of Business and Economics, Technological Educational Institution of Athens Greece

SGOURO MELISIDOU

Dept. of Hospitality and Tourism Management, School of Business and Economics, Technological Educational Institution of Athens Greece

STELIOS VARVARESSOS

Head, Dept. of Hospitality and Tourism Management, School of Business and Economics, Technological Educational Institution of Athens Greece

Purpose: The aim of this study was to evaluate the measures taken by Greek travel agencies to address the current economic crisis.

Originality: There is no previous study comparing two periods of the crisis by exploring the views of the same respondents.

Methodology: To meet the purposes and objectives of this study a Linkert-scale questionnaire was used. For data analysis and procession the SPSS statistic package was used.

Findings: Although agencies adopted well all suggested actions to tackle the current economic crisis, responders are not pleased with the results and the same is true for customers.

Implications: Further targeted actions must be taken by the travel industry in order to overcome this crisis concequences. Collaboration with the state is also mandatory.

Keywords: Economic crisis, consequences, tourism development, tourism agencies’ response, customer satisfaction, Greece.

1. Introduction

The current Greek financial crisis resulted in an ongoing and significant decline in economic activity and an extensive destruction of the productive structures of the economy; it also represents a threat to resources, organizations and people, loss of control and other very important economic consequences (FEIR, 2014 and 2010). Travel agencies are suffering a significant reduction in both travel demand and funding due to capital adequacy and liquidity (Stournaras, Ventouris and Paratsiokas, 2011). As travel agencies are exposed to investment risks, the magnitude of the threat depends on two important factors: the abnormal function of the international interbank market (interbank lending reluctance and interest rates increase) and the reduction of travel demand caused by the negative Greek economy growth rate (WTTC 2011, Kapiki 2011, Kassimatis 2009).

2. Aim

The aim of this study was to explore the measures taken by Greek travel agencies to address this threat, by

a. recording the views of the travel agencies on issues related to tackling the economic crisis,

b. identifying the response of passengers on the proposed changes and

c. comparing two periods, while crisis deepens.

By recordig the degree of overall satisfaction of travel agencies of the measures taken to address the financial crisis, a secondary objective was the identification of the most effective measures that could potentially help agencies to overcome crisis.

3. Material and methods

The first part of this study was conducted in 2011 including 45 major travel agencies operating in Attica, from which 33 (71.11%) completer the questionnaire. The follow-up survey was conducted in 2013 when only 21 of these 33 agencies (63.63%) filled the questionnaire, as the other 12 either refused to do so or had gone out of business. The views of these 21 agencies were finally evaluated. The research was quantitative and the number of the responding travel agencies was adequate for statistical analysis that could allow safe conclusions.

For the statistical analysis we used the SPSS 17.0 that offers powerful tools for forecasting analytical research (Pallant, 2007). For the analysis of the questionnaires we used the non - parametric statistical inference method x2 (Chi-Square), which is a test of independence, used to test the hypothesis that the categorical variables are independent of each other (Mogey, 1999). In the present study data were processed by measuring the Chi-Square and the p-value, which, if found less than 0.05, shows a high significance level, i.e. both variables -measures and satisfaction- are dependent (Pallant, 2007). Tables were made using Microsoft Office Excel 2007.

The questionnaire had 12 standard questions, 11 of which were closed ones and with a structured response using the graded type Likert scale (Linkert, 1932) to enable the identification of our population’s attitudes and opinions. The format of this typical five-level Likert scale was 1. I strongly disagree, 2. I disagree, 3. I neither agree nor disagree, 4. I agree and 5. I strongly agree. The 12th question was open-ended, in order to show the position of respondents on whether travel agents can individually address the economic crisis or not.

The questionnaire was divided into five sections: general information, respondent demographics, measures taken by the travel agency to tackle the economic crisis, response of travelers to changes proposed by travel agencies and overall satisfaction of the response of travel agencies to the current financial crisis.

4. Results

The first section findings (general information) are shown in Tables 1 and 2.

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