eONPUIR

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4. Scopus: Recent submissions

  • Improving the organization of maritime tourism: research studies of economic aspects with the tools of journalism 
    Kovtunenko, Y.; Cherniavska, L.; Mitchuk, O.; Zahorodnia, Y.; Tiapkina, N.; Kostiuk, V. (2022)
    The sphere of sea tourism has massive potential for development; however, it requires the development of recommendations for effective organization. The primary research method is journalistic research, which allows for ...
  • Development of system of automated protection of employees from COVID-19 and other infections at the enterprise 
    Bochkovskyi, A.; Sapozhnikova, N. (Odessa National Polytechnic University, 2022)
    To develop a system of automated protection of employees from Covid-19 and other infections, it is implemented through minimizing the risks of contracting the SARS-CoV-2 virus and other respiratory viral infections within ...
  • Priority tasks and marine aquaculture development strategy 
    Zamlynskyi, Victor; Kondratyuk, Vadym; Livinskyi, Anatolii; Naida, Andrii; Naida, Iryna (2022)
    Aquaculture (artificial cultivation, processing and sale of aquatic biological resources: fish and seafood) plays the role of a powerful locomotive for the development of the food sector of the 21st century and can become ...
  • Особливості управління зовнішньоекономічною діяльністю підприємств 
    Яцина, Марія; Клепікова, Світлана; Другова, Олена; Klepikova, Svitlana; Yatsyna, Mariia; Druhova, Olena (2022)
    Статтю присвячено проблематиці дослідження особливостей та сучасних механізмів економічного регулювання зовнішньоекономічної діяльності (ЗЕД) підприємств в Україні. Вдосконалено науково-методичне підґрунтя стимулювання розвитку ...
  • Margenau Simultaneous Measurability in Quantum Theory 
    Park, James L.; Margenau, Henry (2022)
    This paper presents a study of what is sometimes regarded as the conceptual heart of quantum theory, namely, the orthodox 'physical' interpretation of noncommuting operators as representatives of incompatible (non-simul ...
  • Some extremal problems for trinomials with fold symmetry 
    Dmitrishin, Dmitriy; Gray, Daniel; Stokolos, Alex (2022-02)
    The famous T. Suffridge polynomials have many extremal properties: the maximality of coefficients when the leading coefficient is maximal; the zeros of the derivative are located on the unit circle; the maximum radius ...