Journal of the Geographical Institute “Jovan Cvijić” SASA https://ojs.gi.sanu.ac.rs/index.php/zbornik <p align="justify"><strong>Journal of the Geographical Institute "Jovan Cvijić" SASA </strong>is an interdisciplinary scientific journal devoted to the publication of scientific manuscripts related to physical geography and human geography. The Journal was founded in 1951 by the <a href="http://www.gi.sanu.ac.rs/index.php/en/">Geographical Institute of the Serbian Academy of Sciences</a> in Belgrade. All articles are published under Open Access, which means that all content is available and can be downloaded free of charge from the website of the Journal and used for educational and non-commercial purposes. More information you may find at the <a href="http://www.doiserbia.nb.rs/journal.aspx?issn=0350-7599">DoiSerbia Repository.</a> Submission of the articles doesn't involve article processing charges (APCs) neither submission charges. Journal's alternative titles and abbreviations are:<em> Зборник радова Географског института "Јован Цвијић" САНУ / Zbornik radova: Geografski institut "Jovan Cvijić" SANU / J. Geogr. Inst. Jovan Cvijić SASA.</em> </p> <p align="justify"> <img 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" /></p> <p align="justify">The Journal is subsequently published in <strong>print and online in the English language</strong>. Manuscripts in English should be delivered to the Editorial Board in electronic form (MS Word in doc. format). Authors should use a Form for writing articles (template file), which can be found on <a href="https://ojs.gi.sanu.ac.rs/index.php/zbornik/Authors_Guidelines">Authors Guidelines</a>, to prepare their manuscripts.</p> <p align="justify">Papers will be considered only <strong>if have not been published elsewhere before</strong>, not under consideration for publication elsewhere, and that its publication has been tacitly or explicitly approved by all co-authors (if any) and by the responsible authorities at the institution where the work was carried out. After publication in the Journal, the authors also warrant that the manuscript will not be published elsewhere in any language without the consent of the copyright holder.</p> <p align="justify">The Journal welcomes <strong>scientific articles</strong> (original scientific articles, reviews, communications, letters, research notes and book reviews) <strong>related to physical geography or human geography</strong> (see <a href="https://ojs.gi.sanu.ac.rs/index.php/zbornik/Focus_and_Scope">Focus and Scope</a>). After editors’ acceptance, the submitted manuscripts are forwarded to two or three referees for a blind review. The usual period of reviewing the papers takes three to four months, depending on the number of submitted materials. All of the reviewers of a paper act independently and they are not aware of each other’s identities. If the decisions of the two reviewers are not the same (accept/reject), the Editor may assign additional reviewers.</p> <p align="justify">The Journal welcomes the <strong>manuscripts from authors whose articles can enrich the overall view of the geography and related scientific disciplines</strong>. It is understood that all the authors, having submitted their papers to the Editorial Board, agree to the publishing politics and ethics. The editors are responsible for deciding which articles will be published. The editors are guided by the policies of the Journal's Editorial Board and constrained by legal requirements in force regarding libel, copyright infringement and plagiarism. More information about the responsibilities of editors, authors, reviewers and publisher you may find in <a href="https://ojs.gi.sanu.ac.rs/index.php/zbornik/Publishing_ethics">Publishing ethics</a>.</p> en-US zbornik@gi.sanu.ac.rs (Marko D. Petrović) d.doljak@gi.sanu.ac.rs (Dejan Doljak) Tue, 20 Apr 2021 09:46:13 +0200 OJS 3.3.0.4 http://blogs.law.harvard.edu/tech/rss 60 ASSESSMENT ON THE IMPACT OF THE TRIPURA EARTHQUAKE (JANUARY 3, 2017, MW = 5.6) IN NORTHEAST INDIA https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/267 <p>The northeastern part of the Indian subcontinent, considered as the most active seismic zone of the Indian subcontinent, was hit by an earthquake of <em>M</em><sub>w</sub> 5.6 on January 3, 2017. The epicenter of this earthquake was Kanchanbari located in the Dhalai district of Tripura. The present study aims to assess the environmental and socio-economic impact of this earthquake in the vicinity of the epicenter. To assess and determine the level of damage, the affected areas were visited during the first week of the 2017 earthquake. Various Government offices were also consulted to acquire data on damages caused by the earthquake. Moreover, Remote Sensing and Geographical Information System (RS &amp; GIS) techniques were applied to address the influence of this earthquake on bank erosion. During the field visit, the striking features of soil liquefaction generated by the earthquake were observed in the flood plain area of the Manu River. Landslide, with three casualties in India and the neighbor Bangladesh, and damages of infrastructure were also reported. Additionally, an assessment of the bank erosion study revealed that the rate of the post-earthquake bank erosion increased to 592%, compared to the pre-earthquake bank erosion within the study length of the Manu River. The findings highlighted that the impact of this earthquake is minimal. However, the seismotectonic features and observation of the liquefaction within the risk zone of the earthquake indicate a possible significant threat for the future.</p> Jimmi Debbarma, Jatan Debnath Copyright (c) 2021 Journal of the Geographical Institute “Jovan Cvijić” SASA https://creativecommons.org/licenses/by-nc-nd/4.0 https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/267 Tue, 20 Apr 2021 00:00:00 +0200 DEBRIS FLOWS IN KRESNA GORGE (BULGARIA)—GEOMORPHOLOGICAL CHARACTERISTICS AND WEATHER CONDITIONS https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/320 <p>Over the last decades, numerous extreme climate events such as extreme temperatures, droughts, heavy precipitation, and storms associated with climate change have been recorded in many countries, including Bulgaria. As a result, geomorphological hazards such as landslides, debris flows, mudflows, high-speed soil erosion, etc. often occur on the territory of the country. The debris flow is one of the most common hazardous processes in small catchments of the main river basins in Bulgaria. The Kresna Gorge located in the middle part of Struma River valley is a typical area with such processes which often cause the damages to the E79 international highway. The purpose of the present study is to characterize debris flows in Kresna Gorge (southwestern part of Bulgaria) by comparative analysis between the two events (occurred on May 24, 2009 and July 28, 2019). In order to achieve the aim of the study the geomorphological features and flow type of 2019 event were identified and the results were compared with the previous publications which investigated the event on May 24, 2009. In the present paper, the sediments and the type of transportation of the investigated event (July 2019) were determined by grain-size and clast-shape analysis. The impact of weather conditions on debris flow occurrence was shown by the analysis of the synoptic conditions on the day before the event. The results of the study bring to clarifying the geological-geomorphological and meteorological factors for the occurrence of debris flow and are important for geomorphological hazard management.</p> Dimitar Krenchev, Rositsa Kenderova, Simeon Matev, Nina Nikolova, Georgi Rachev, Martin Gera Copyright (c) 2021 Journal of the Geographical Institute “Jovan Cvijić” SASA https://creativecommons.org/licenses/by-nc-nd/4.0 https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/320 Tue, 20 Apr 2021 00:00:00 +0200 SPATIO-TEMPORAL VARIABILITY OF PRECIPITATION OVER THE WESTERN BALKAN COUNTRIES AND ITS LINKS WITH THE ATMOSPHERIC CIRCULATION PATTERNS https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/290 <p>Temporal and spatial variability of annual and seasonal precipitation from 71 stations located in Western Balkan (WB) countries (Serbia, Bosnia and Herzegovina, and Montenegro) and their correlations with nine atmospheric circulation patterns was examined for the period 1950–2016. Annual precipitation increased significantly throughout the WB (from 2% to 8% per decade) on 20% of stations located mainly in the mountainous western Serbia and eastern Bosnia and Herzegovina. Winter was characterized by non-significant precipitation changes in most of the studied area, with only a few stations characterized by significant precipitation increase (up to 12% per decade) in the mountainous area of WB, and a few stations characterized by significant decrease (up to –6% per decade) in the Pannonian plain. Significant precipitation increase was noticed on 15% of the stations in spring, while it was noticed on 17% of the stations in autumn. Summer precipitation decreased significantly (up to –5% per decade) on a limited area of northern Serbia (6% of the stations), while the majority of stations showed non-significant increase. The strongest influences on annual precipitation in WB region are of the Arctic Oscillation (AO) and Mediterranean Oscillation (MO), leading to the precipitation decrease during their positive phases. Winter precipitation is significantly negatively correlated with AO, East Atlantic/Western Russia oscillation (EA/WR), and North Atlantic Oscillation (NAO) and has a significant positive correlation with Western Mediterranean Oscillation (WeMO) on the majority of stations. MO has the strongest influence on summer precipitation in WB region leading to precipitation decrease, while AO has the dominant influence on precipitation in the region during autumn.</p> Dragan Milošević, Rastislav Stojsavljević, Szilárd Szabó, Uglješa Stankov, Stevan Savić, Luka Mitrović Copyright (c) 2021 Journal of the Geographical Institute “Jovan Cvijić” SASA https://creativecommons.org/licenses/by-nc-nd/4.0 https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/290 Tue, 20 Apr 2021 00:00:00 +0200 PUBLIC PERCEPTION OF CLIMATE CHANGE AND ITS IMPACT ON NATURAL DISASTERS https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/299 <p>The aim of the research is the examination of the factors influencing the public perception of climate change and its impact on natural disasters. This paper presents the results of quantitative research regarding testing the central hypothesis where education is the predicting variable of public perception of climate change and its impact on natural disasters. A multivariate regression analysis was used, identifying the extent of the total scores of the main dependent variables (perception of vulnerability to climate change, perception of the climate change impact on natural disasters, knowledge and fear scores) were associated with five demographic and socio-economic variables: gender, age, marital status, education level, and employment status. A series of 208 face-to-face interviews were conducted during the beginning of 2020 on the central squares in the selected cities in Serbia, Belgrade (76.92%) and Sremska Mitrovica (23.08%). The results showed that education level was the most effective predictor of the mentioned research variables. Besides, employment status has been found to affect perceptions of vulnerability, while age affects the perceptions of climate change. Based on the obtained results, policies and strategies to improve people's awareness of climate change must take into account a comprehensive understanding of behavioral dispositions.</p> Vladimir M. Cvetković, Lazar Grbić Copyright (c) 2021 Journal of the Geographical Institute “Jovan Cvijić” SASA https://creativecommons.org/licenses/by-nc-nd/4.0 https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/299 Tue, 20 Apr 2021 00:00:00 +0200 RE-BALANCING OF INTENSIVE AND EXTENSIVE FACTORS IN THE CENTER–PERIPHERAL SYSTEM UNDER THE INFLUENCE OF TECHNOLOGICAL DEVELOPMENT https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/319 <p>Regional development prospects depend on a set of factors, among which the most essential are the population density, distance between actors, and the level of development. Those aspects are revealed, on one hand, while analyzing the type of regional development (intensive or extensive), and on the other hand, from the standpoint of the center–peripheral model. An assessment of the sectoral structure of employed people in the economy of the region and the population density are also used to identify the development type. The combination of these approaches makes it possible to identify the regional capacity for innovations diffusion and knowledge spillover. The aim of the research is to assess regional differences in the economy sectoral structure for identifying the innovative and extensive types of Russian regions. There are other methods used in the research as well: cartographic analysis, structural-sectoral analysis, and typology. The types of regions characterized by disproportions of intensive and extensive development have been identified. Measures are proposed to realize the regional economic potential. The issues of the territorial transformation of the settlement system and economic space are discussed. Further research is associated with an extended analysis of intensive development factors and cross-county comparison of the factors of innovations diffusion intensity and knowledge spillover.</p> Yuri V. Preobrazhenskiy, Anna A. Firsova Copyright (c) 2021 Journal of the Geographical Institute “Jovan Cvijić” SASA https://creativecommons.org/licenses/by-nc-nd/4.0 https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/319 Tue, 20 Apr 2021 00:00:00 +0200 CONCEPT OF POLYCENTRICITY—THE DIFFERENCES BETWEEN DEVELOPMENT POLICIES AND SPATIAL REALITY https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/304 <p class="04AbstractJGIJC"><span style="letter-spacing: .1pt;">Contemporary scientific literature and strategic documents suggest the concept of polycentricity as a key factor and the aim of regional development policies. One of the aims of this study is to analyze spatial relations between the nodal regions and to determine (calculate) the level of polycentricity in the region of Vojvodina (Northern Serbia). By quantifying spatial relations in the region (using selected methods), we pointed out the relevance of regional development policies, i.e., the extent to which the proposed measures for reducing regional inequalities are in line with the direction of contemporary spatial relations in the region of Vojvodina. We have used four different methodological tools: rank-size rule, urban primacy index, index of functional centrality, and commuting patterns (levels of functional dependence). The obtained results identified the existence of morphological polycentricity, but also the growing domination of the cities of Novi Sad and Belgrade in regulating and managing spatial and functional relations in the region of Vojvodina. These results are not completely in line with the development directions declared in the strategic documents. Our approach focuses on assessing the influence of the main nodal (sub)centers in managing further spatial and functional relations in the region of Vojvodina.</span></p> Vedran Živanović, Mila Pavlović , Aleksandar Kovjanić, Dragutin Tošić , Filip Krstić Copyright (c) 2021 Journal of the Geographical Institute “Jovan Cvijić” SASA https://creativecommons.org/licenses/by-nc-nd/4.0 https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/304 Tue, 20 Apr 2021 00:00:00 +0200 CREATING A LITERARY ROUTE THROUGH THE CITY CORE: TOURISM PRODUCT TESTING https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/197 <p class="04AbstractJGIJC">Research on tourism routes is mainly focused on their development from the perspective of stakeholders, co-operation, and networking, but there are very few which explore them from the perspective of its users. In order to expand the tourist offer of Novi Sad (northern Serbia), one thematic route that promotes a part of the literary heritage was created. The aim of this study was to analyze the given literary route from a tourist perspective, checking out whether this route was created in a way that would satisfy its users. For this purpose, an experiment was conducted in which 50 students of tourism were divided into two simulated tours with a specialized tour guide. They were asked to use the ArcGIS application installed on their mobile phones to fill up a questionnaire about the literary route while moving through the selected checkpoints in the city center. The results provided answers to the questions like: whether the attractions of the given localities that the route links are properly selected, whether the thematic tour is good regarding the attraction order and whether it is in line with the growth of emotions of joy and positive surprise, which segments on the route should be improved in order to increase its quality, whether the route contributes to the tourist satisfaction that will create a desire for a route recommendation, and whether the route is appropriate to be offered to tourists, as well as to the locals. According to the preliminary results, the authors gave recommendations for the route improvement before its implementation on the tourist market.</p> Jelica Ilić, Tin Lukić, Snežana Besermenji, Ivana Blešić Copyright (c) 2021 Journal of the Geographical Institute “Jovan Cvijić” SASA https://creativecommons.org/licenses/by-nc-nd/4.0 https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/197 Tue, 20 Apr 2021 00:00:00 +0200 EDITORIAL ON JUBILEE: THE FIRST 70 YEARS OF THE JOURNAL OF THE GEOGRAPHICAL INSTITUTE “JOVAN CVIJIĆ” SASA https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/339 Marko D. Petrović, Gorica Stanojević Copyright (c) 2021 Journal of the Geographical Institute “Jovan Cvijić” SASA https://creativecommons.org/licenses/by-nc-nd/4.0 https://ojs.gi.sanu.ac.rs/index.php/zbornik/article/view/339 Tue, 20 Apr 2021 00:00:00 +0200