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Miha Koderman
DOI: 10.35666/23038950.2023.49.09
UDC: 913:338.48-44(497.4)
Abstract: Geographical characteristics of second home tourism in Slovenia – a regional overview
Residing in second homes is one of the most popular forms of recreation in Slovenia’s wide range of leisure activities. The first geographical studies on the topic of second homes were conducted in the late 1960s, with many published also in the 1980s and over the last decade, making this phenomenon one of the longest continuing research fields within geography in Slovenia. Despite the fact that the locations of second homes are generally dispersed, as they can be found in every municipality in the country, there are notable differences between the Alpine, Dinaric, Pannonian and Mediterranean regions of Slovenia. The paper examines the geographical characteristics of second home tourism in Slovenia and observes this phenomenon according to the mentioned regional types.
Keywords
second home tourism, spatial development, regional types, tourism geography, Slovenia
GEOGRAPHICAL REVIEW - SCIENTIFIC JOURNAL FOR GEOGRAPHY No 49, Year 2023. pg. 9-29
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dF8Tave69YS2fhnQLLT7jUri2VoTG3mNEjrbx5dCI5GUjY+F9QDP/Zu+IulT/s6t4r+JfjPxpqmu3viM6Np4i8ZanbzTFhDtVES4CkLvZixU4HXtX0F8J/gB4v8P+KPiXoni3xt4v8AEHhC9ks5PD2oTeJLxL2ABZTIokSRWUqXQHHyvsBI7V8v/AD4F+Gv+FIrafEHwJ4y0Hx3p+v/ANp2N9ZeCtSmuzEgiKxtIlvtdGKuNjuMZyMHmvpn4Z/tGeNPEnjzx3q/ibwF4z8NeBbG0to9E0248MXUl7cylpPMfbHEzFmwoIBKIAuSMkkA+af2Q/iHZa18QPiBpPxa+LevR6fpjLDpkms+Or3Td7CWRXIK3Me84VcjnHtXVfFvxp4r0v4weGI/2avGfiX4gSOrHVtMbWLjXdIhwy+WHnnd0jDguGPmDGFIKnBOR+xLpOr+CfiN8SE8ffDjxlp2ieL4vKjN34WvZoGVpX3RTbIm2hll6kbcBskcZ66FvjL+yT8eLfR9M07xb8Svg1dAGC1tbSfUZNOt2OBGjgMyPCRwpO107AnKgH3TbNK1vE06LHOUBkRG3KrY5AOORmqWra1Fp80FojB9QusiCHBJOOrEDoo4yfcDvSeHPENr4p0mHUrOG+gt5SwWPUrCexmGCQd0U6JIvI4yoyORkV5Z8R/Csvg/UtX8Xp44+INvLqJWMab4b0W01UrsQ7Yok/s+eSNDtPLMF3Ny2TQB8n/Bn9qD4i2/wv8A2ivHV/qVx4h1rSbm1FhbTuzWlj5kkkRaKEkhEQYYqOuwbieTXUfCWPxH48/Y98UfFfW/iP4sXxosN/qNtewa7PDbWrW27ZELRGWAqxj5VkP3+McV57+xz4R8f+Fbrx7p+qaH438L3eumOSwtdU8Ls+k6pLmUeRqEjWUjRRHeAzIYhtZ/mBC12Gg+AWt/gr4v0PU/hFrNh8RtXnuobbw14Xttah0OOZ4/LjuZDPI1hlDlt6uwAVNvI4APdf2G/wBobVv2hPhLNe+IhE3iLR7v7BeXEKBBcjYrJMUHCsQSCBgZUkAA4H0XXy3+z38I9V/Y1/Zp1+/n0mbxZ4ucNq15pOltlmcKqpbxsAchVGSwB5LYDcZ9a/Z3+MyfH34VaZ4zTR5dBN5JNE1jJN52xo5GQ4fau4Hb12juO1AHAfty+OviH8P/AIOpqPw+t7vzTeqmqXunxiS4tLTaxZ0BVtuSADJg7c546jyz4e/tAfATxppVlDbfFfx54O19osGXXvEmoGRGGPmczvLZk57Yx1+XHFe0/tUaf4+vYPhzJ8OYPN1+38UQSu0yubSODyJhIbkqCVhIOCcZ5G35ttYXxI8P/Dfxot9bfEz4MakdcaMl7zR/DtxqRuT6w31lGXAJ6eb5Tc8qKAOx/ZftPFtv8P8AUJPF/iiLxnc3GsXU9hrlvcxzw3dkdohkj8slUU4Y7B93Jr58/ag/aW8Z/Cz46eCfFFg90fhTYXkmkagLdwYb24yRchlDcsin5MgfNG2O9Y/wjsvGv7Jvwh8Y29h4P8aatrvie7kuvD+gWGkz366PbHekU91IimJZiMFolYsdkYYLklen+JnwXg8Vfssx6RL4v+JerRfZv+JfpGoeEg032+NWdfOij043Uas4YGRpMEN/rHB5APr66t9P8aeG9iXU8mmajArpc6deS20jRsAytHNEyuuRg5VgcGvzq+Hvi7+w/wBsvxp4J8d/FbxNb+A9MN4lsdZ8a3tkiuGQxKZhcISQGYAFucc5r2r9if4seJvCPwjg8IfEfwZ420i+0MtHYXUvhbUZlntMFlTMcLYZPmUA4yNgGTxXknweufEPh/8Abg8WfEbV/h148sPCWsG9ihvG8K30jIHKlHeNIi4DeX2BI3DI6kAHQftIeLv7JvPDJ/Z3+JHirxV4ya72z6Po/iK78RWn2faSZJVlknRSGCD5jjBbIwMj7a8A3mv3XgXQrrxbaW+m+JHsYn1O2t3DRQ3GwGRQQSMBs9CR7nqfjL4neH/iz+y/8VtG8Q/Caw8Q+LPhfq8v2q48G2tpPcR2JY7pYVh2s1urbi6EBdrZVhhcN6f8ePj9qXiPwHD4f8J+CviTHd+IAltqGpW/hC+STR7ZyBO2HjXfMELBfLJGcndwAwB5trv7UXivwN+2FoN7r1xcW3wk8VW40/Sg8g+zFNwQXYAYgN52Mk4PluO2K+6K+F/2vvglJ4x+COkrYeIPiF4v1e0RLrQdJufCittUbEeOU22nRyQN5Z4WZlyVGQcZG94e+JXxu8cfswWmjeHNG17wp8XNHiRbl9e0GaFb+2i+UtDPcReT5zqY/lY7iVkwOjAAxv8Agohpuq/CXwHo/izwd418Z6BqF5rBtrqG38T37wSrJHJJkRvMRHtKcBNqgMRjpjr9Z+GrW/7H0ni2Dxp48j8Vx+FF1kasfGGpM5n+ziY5j8/ytpPy42dPfmuA/aE8O/EL9oz4O/Dz4d2uk674g8aw3sd5rfiDUdAuNG06ArHIjEvPFErEeYP9Up3BCQMkKfdvjgj/AA6/Zhu/AtjpWveKtXm8NNollHoui3N2ZnWBYd7mJGWIchvnYZAON2KAPmj9m74i6VP+zq3iv4l+M/Gmqa7e+Izo2niLxlqdvNMWEO1URLgKQu9mLFTgde1e3+B/2afG9trHxP0HxB8SPG11oF0baTwtrn/CS3YvLRtku/O2QBtpdAVYbX2A4BAx85fAD4F+Gv8AhSK2nxB8CeMtB8d6fr/9p2N9ZeCtSmuzEgiKxtIlvtdGKuNjuMZyMHmvrL4C/GHx78WPiv41k1vwb4g8F+CbS0tk0a11/SWtJZpNz+bKzsvLEbfkDEKAvckkA8J/YX8Ua5H8avGvgL4meJ/FGq+ONCkZrBdR8Q3strJGm6OYCBpPLk4dHUurZB3DG3Ne1+BfhFLefGDxZ4wl8feNpvB2m3ax6foc3iO7azNxGA1w5/fEvEr/ACiNvlyrghlwK86/a6+AfjRfjt4A+K3wrs3fxJJdx6dqLRRlkj42JcTBefL8svHI2RhVT1zX13ofh+30Xw3aaOP3sEMAhcsWPmcfMSSSeSSeSetAHxR8I/jZ4z/bW+Omu6fZeIdQ8GfC/QYzMbTQ5/st9eguUi8y4X94pfDMQhAAUKOfnrrf2p5vGH7K+j6Z8R/AXinWb3RobyK01fw14j1K41S2nR87XSS4d5YjkBTtcfeBGMENyXwh+CnjL9in45a9qFn4c1Hxn8MdfiMAu9Dh+03tiA5eIyW6/vH2jcp2Aghgw5Gyuj/a4m8aftPeH9O+HPw68Ga6LCe8ju9U8QeItNn0i0iRM7UUXKJI53Hc21DgKNoYk7QD6W+DvxQ074zfDTQfGWlRvBaapB5hgkOWhkVikkZOOdrqy574zXZ1883jN+w9+yzp8Oj6BeeO20FQLlLVvI3tJIzzXDna5SMFm7NgbQeMkevfC7x1H8Tfhz4b8WRWUmnR6zYxXotJWDNFvUHbuwM49cDI5wOlAHyJ+1L+1ZqXw++O0XgvUvDXim+0PZbrbW2h6u+lNfNJtJlSWFDNKQxKBEkjXKkHJORjeN/iR42+Af7ZXhXwb4R8T694q8O+IRZyXnhvXb+TU5LQSyMrokkrNJHsRfMB38Dliy19A/Hf9oDXfA+vJ4a8PeA/Heru0Ya71/QPDMmoRWwYZCw7ikckmD94lkQ4yHO5R5P4C8U6fo/iqxHgr4J/EvT/ABpr+p28Oq+OPHPh93kS3Z1FxI85dtmUGAqhIxwcfLtIBT+B/wAWNa/bE/aA8aR32va1ongPw3CV03SNB1ObTjcFpDGss80DrI5IUttDbQce+7zTxF+2p43+BfiL4hfDC+utR8UJpF+8Ol6+XRtSt7ZWyyySSI6u20qBK6MVO4kPkBfSfgf8Jdf/AGPP2hPGU15oWr638PPEkDGw1bQdNm1B7d1kMkcU0MCNImFZ13bdpO3nk7aXgX4beIPh78WPG/7RviPwf4iup9RubhPD3g7SbCS51OTzsqJbhEBEI8tTkN03HPIVWAOX8UfFK88X/so3/wAYvC+teOvh54g0jVktYYb7xZd6ha6qS8athJiI2GHY4SNQDGwwQOPRbbxp8ZPjB+z78NvG0/iPR/BekI0k3imbUL6TRmv7dZgkUqXEaM0KuoJOwpkuCuQQBn6r8SNL+I2sWWs/Ez4JfGTxhc2beZZ6M/hFk0iybGMrb+f++bBILzF89lQcDr9Z8YfH7VPCvgPxLoelQ+HtBubqc65oVzojS31haCdlhQ2wHmOBCoBEYDlmzgKeADzT4t+M/EWlfGjwXb/s4+O9a8dTXCE6xo66/Pr+mwIHUI0ss0koiDgyBiXBAUEbTgn78XO0bsbsc46V8O/tkaPr/wC0LqXgqD4WeDfFCeKtNu2nfxLeaPc6ItrCVxs8+5jiYndhsLnG09SRX2V4LsdW0vwfodnr16mo63b2MMV9eRghZ51jAkcZ7FgT+NAGzRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAU9Y0q31zS7nT7vzvs1whjk+zzyQPtPXDoysv1BFReHvD2meE9DstG0axg03S7KIQ29pboFjjQdAB/nNaNFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGP4s8I6V450O40bW7ZrzS7jie2E0kazL3R9jDch6FTlSOCCK07a2is7eK3t4kggiQRxxRqFVFAwFAHAAHapaKACiiigAooooAKKKKACiiigAooooAKK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Miha Koderman
DOI: 10.35666/23038950.2023.49.09
UDC: 913:338.48-44(497.4)
Abstract: Geographical characteristics of second home tourism in Slovenia – a regional overview
Residing in second homes is one of the most popular forms of recreation in Slovenia’s wide range of leisure activities. The first geographical studies on the topic of second homes were conducted in the late 1960s, with many published also in the 1980s and over the last decade, making this phenomenon one of the longest continuing research fields within geography in Slovenia. Despite the fact that the locations of second homes are generally dispersed, as they can be found in every municipality in the country, there are notable differences between the Alpine, Dinaric, Pannonian and Mediterranean regions of Slovenia. The paper examines the geographical characteristics of second home tourism in Slovenia and observes this phenomenon according to the mentioned regional types.
Keywords
second home tourism, spatial development, regional types, tourism geography, Slovenia
GEOGRAPHICAL REVIEW - SCIENTIFIC JOURNAL FOR GEOGRAPHY No 49, Year 2023. pg. 9-29
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Nusret Drešković, Muniba Osmanović
DOI: 10.35666/23038950.2023.49.31
UDC: 911.37:332.38]528.855(497.6 Sarajevo)
Abstract: Changes in land use/land cover in the Sarajevo valley from 2000 to 2018 – CLC based analysis
Land cover changes primarily result from urbanization and city expansion. Cities are dynamic structures that constantly change, develop and expand from year to year, and these processes are driven by a number of economic, technological, political and cultural factors. In order to better investigate and predict the current and future changes in land use, remote sensing data is used. Corine Land Cover (CLC) is leading the way in this sense, and so far, a total of 5 data sets have been collected since 1990. This paper focuses on the Sarajevo valley, a highly urbanized area in the Sarajevo Canton, as a case study that is used in this paper in order to analyze the changes that have occurred over the last 18 years and determine the degree of urbanization and expansion of the city agglomeration. According to the CLC coverage type, the Sarajevo basin encompasses 16 of 44 coverage classes, and a considerable number of changes occurred during the analyzed period, notably the expansion of unconnected urban areas at the expense of agricultural areas. The analysis was done in a timely manner, taking into account all relevant data in order to identify changes in the way the land is used and to single out the „hot spots“ where these changes are most evident.
Keywords
Sarajevo valley, CLC, land use, land cover, GIS
GEOGRAPHICAL REVIEW - SCIENTIFIC JOURNAL FOR GEOGRAPHY No 49, Year 2023. pg. 31 - 44
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Milka Bubalo Živković, Tamara Lukić, Bojan Đerčan
DOI: 10.35666/23038950.2023.49.45
UDC: )11.3:314.743(497.1:100)“20“
Abstract: Emigrations from the territory of the Former Yugoslavia as a segment of global migration trends
In the 21st century, the Balkan Peninsula is one of the areas in Europe experiencing global population flows. Although these population flows were well-known during prehistory, this historical trend still continues, nowadays with migrants mostly from Asia and Africa primarily using the Balkan Peninsula as a transit route to other destinations. Due to the extremely weakened economy following the war events in the area of the former Yugoslavia, the population of the new states seeks intensely some safer and more economically stable places in Europe and overseas. This has led to the establishment of a significant diaspora. The paper utilises the data obtained from the state statistical services of a number of European and non-European countries that have such data available about the foreigners residing in their territories. This paper also employs various analysis, synthesis, and comparative methods, along with the cartographic methods that were used for purposes of adequate visual presentation.
Keywords
emigration, former Yugoslavia, diaspora, migration
GEOGRAPHICAL REVIEW - SCIENTIFIC JOURNAL FOR GEOGRAPHY No 49, Year 2023. pg. 45- 57
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Haris Gekić, Aida Bidžan-Gekić, Bruno Grebenar, Ana Gabrić, Adnana Elkaz
DOI: 10.35666/23038950.2023.49.59
UDC: 911.3[314.87:373.29](497.6 SBK)”20”
Abstract: The influence of contemporary demographic processes on the education sector in Central Bosnia Canton
This paper focuses on the influence of contemporary demographic phenomena and processes on education demographics, exploring the challenges they present for the development of the education sector. The analysis explores the impact that the contemporary demographic processes like depopulation and its spatial aspects, natural change, and migration processes have on primary education in the Central Bosnia Canton. Notably, the paper highlights a significant disparity between the number of students entering (first grade) and leaving (upon completing) primary education. In recent years, the number of students completing primary education has been, on average, by 23-26% higher than the number of those enrolling the first grade. Projections based on modern birth rates and current trends indicate the potential emergence of an ever decreasing number of students in primary schools in the near future. To gauge perceptions of the most important causes of contemporary demographic processes and their influence on the development of primary education, we have conducted a survey on a sample involving 500 respondents. This study also explores the attitudes of younger residents of the Central Bosnia Canton towards the decision to have or not have children.
Keywords
school demographics, number of students, depopulation, birth rate
GEOGRAPHICAL REVIEW - SCIENTIFIC JOURNAL FOR GEOGRAPHY No 49, Year 2023. pg. 59- 91
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Amra Banda, Vuk Tvrtko Opačić
DOI: 10.35666/23038950.2023.49.93
UDC: 338.48:314(497.6 Neum, Jahorina)
Abstract: Tourism as a factor in demographic development trends in Bosnia and Herzegovina – the case of Neum and Jahorina
Despite the extremely unfavorable demographic development of Bosnia and Herzegovina over the last thirty years, the tourism sector has exhibited notable positive trends. This study aims at exploring whether tourism, particularly at the local level, positively influences the demographic development of the country and serves as a tool for more successful demographic, economic, and overall spatial development. Neum, the only coastal tourist resort in the country, and Jahorina, one of the leading ski tourist resorts, have been selected as representative case studies. The objective of the study is to analyse the impact of tourism on the demographic development of Neum and Jahorina from the beginnings of mass tourism until today, with a specific focus on the most recent period. Data on tourist flow, employment in tourism and the number and age structure of the population have been analysed in relation to key socio-economic processes that have influenced both tourism and demographic development.
Keywords
tourism, demographic development, Neum, Jahorina, Bosnia and Herzegovina
GEOGRAPHICAL REVIEW - SCIENTIFIC JOURNAL FOR GEOGRAPHY No 49, Year 2023. pg. 93- 113
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Amina Sivac, Aida Korjenić, Edin Hrelja
DOI: 10.35666/23038950.2023.49.115
UDC: 911.3[338.484:502.131.1](497.6 Sarajevo)
Abstract: Geospatial Analysis of Sarajevo's Tourism Planning: Unveiling Contemporary Trends and Features
This study critically examines the pivotal role of tourism planning in Sarajevo's economic development, emphasizing the challenges that arise from the failure to implement the tourism plans, which is attributed to various political shifts, evolving tourism market trends, and a number of contextual factors. The research employs a mixed-methods approach to the exploration of the current tourism situation in Sarajevo. A geospatial analysis that was made to explore the tourism plaining in this city reveals its strengths and weaknesses, including tax evasion and inconsistent categorization of tourism facilities. Recommendations center on collaborative efforts among authorities, legal entities, and stakeholders. The study deals with infrastructure dynamics, highlighting the dominance of hotels and the pronounced role of international tourists. Conclusively, the research advocates for a sustainable and interdisciplinary approach to tourism planning aligned with broader development plans, emphasizing the balance among visitors, residents, and the tourism sector in order to safeguard and improve Sarajevo's tourism potentials.
Keywords
Sarajevo, tourism planning, sustainable development, geospatial analysis, interdisciplinary approach
GEOGRAPHICAL REVIEW - SCIENTIFIC JOURNAL FOR GEOGRAPHY No 49, Year 2023. pg. 115- 131
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Gennady Ridevsky, Natalia Grinkevich
DOI: 10.35666/23038950.2023.49.133
UDC: 913:314.18(476)
Abstract: The third demographic transition and migration in the regions of Belarus
The article examines the dynamics of population in the regions of Belarus, focusing on the influence of natural and migration population growth during the third demographic transition. The article provides a typology of the country’s regions based on some key factors determining the population dynamics. It is concluded that migration processes exert the most significant impact on the population dynamics of most regions in modern Belarus, signifying the occurrence of the third demographic transition in this country. Interestingly, internal migration processes are identified as the primary driver, rather than external factors. The study emphasizes the importance of examining the migration processes at the regional level for optimizing regional policy.
Keywords
third demographic transition, migration, population, demographic balance, regions of the Republic of Belarus
GEOGRAPHICAL REVIEW - SCIENTIFIC JOURNAL FOR GEOGRAPHY No 49, Year 2023. pg. 133- 143
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