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Space, Time and Mostar: Welcome to Mostar
2018This chapter introduces the interactivity of space, time, memory and movement as variables of how we experience and understand space. Crucially, the chapter introduces the participants and discusses their path to involvement in the research. Following this the chapter introduces the concepts of rescripting and restaging, and the relevancy of human ...
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The Mostar index of Tribonacci cubes
Discrete MathematicszbMATH Open Web Interface contents unavailable due to conflicting licenses.
Yu Wang, Min Niu
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Work values of students in Mostar schools
Cities, 1998Research on Work values differences in students of primary and secondary schools has been conducted in Mostar, a city deeply divided by the conflicts between the Croatian and the Bosniacs ethnic community. Although in several areas statistically significant differences between students belonging to the two different ethnic communities have been found ...
Mladen Knežević
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2010
Die vorliegende empirische Arbeit ist in Mostar situiert, einer 100.000 EinwohnerInnen Stadt im Südwesten Bosnien-Herzegowinas. Seit der Desintegration Jugoslawiens und dem daraus resultierenden dreijährigen Krieg in Bosnien-Herzegowina (1992-1995) gilt Mostar als zweigeteilt, zwischen (muslimischen) ‚BosniakInnen’ auf der östlichen und (christlichen ...
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Die vorliegende empirische Arbeit ist in Mostar situiert, einer 100.000 EinwohnerInnen Stadt im Südwesten Bosnien-Herzegowinas. Seit der Desintegration Jugoslawiens und dem daraus resultierenden dreijährigen Krieg in Bosnien-Herzegowina (1992-1995) gilt Mostar als zweigeteilt, zwischen (muslimischen) ‚BosniakInnen’ auf der östlichen und (christlichen ...
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On the Difference of Mostar Index and Irregularity of Graphs
Bulletin of the Malaysian Mathematical Sciences Society, 2020For a connected graph the irregularity irr (G) are G, the Mostar index Mo(G) and defined as Mo(G) = uv∈E(G) |n u − n v | and irr (G) = uv∈E(G) |d u − d v |, respec- tively, where d u is the degree of the vertex u of G and n u denotes the number of vertices of G which are closer to u than to v for an edge uv.
Gao, Fang +2 more
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Mostar index and bounded maximum degree
Discrete OptimizationDošlić et al. defined the Mostar index of a graph $G$ as $Mo(G)=\sum\limits_{uv\in E(G)}|n_G(u,v)-n_G(v,u)|$, where, for an edge $uv$ of $G$, the term $n_G(u,v)$ denotes the number of vertices of $G$ that have a smaller distance in $G$ to $u$ than to $v$.
Michael Henning, Dieter Rautenbach
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Remembering and Forgetting in Mostar
2020In this chapter attitudes towards the memorials and memorial practices in Mostar will be presented, framed within a discussion of remembering/forgetting incidents of trauma. Most of the official memorials in Mostar can be approached in the light of the division.
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2021
University of Mostar Faculty of Pharmacy was founded in 2011. It enrolls 30 students per year. The main goal is the education of pharmaceutical students through 52 compulsory subjects.
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University of Mostar Faculty of Pharmacy was founded in 2011. It enrolls 30 students per year. The main goal is the education of pharmaceutical students through 52 compulsory subjects.
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Priorities in Mostar and Manica
The Lancet, 1996J F, Black, G, de Giacomi, I, Barreto
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The hexagonal chains with the first three maximal Mostar indices
Discrete Applied Mathematics, 2021Hongbo Hua, Zikai Tang, Hanyuan Deng
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