A сomparative analysis of classical and postmodern views on the idea of a university

Background: The crisis that the modern university is experiencing today, is conditioned by the crisis of its idea as of a classical essence. The idea of university was formulated by W. von Humboldt, however, its history starts with the Greek-Roman era when the ancient philosophy in its cognitive attitude to the world saw its truth, leaning on intelligence that brought it to the harmony of beauty and good. In this quality, the idea of university was changing the university history. However, today, by rejecting any natural unity and integrity and also reconsidering classics, the postmodern views diversify the classical university and eliminate the possibility of its common form. Questions arise: can the common idea for the university be preserved in these conditions? Will it be preserved (and should it be preserved) by the postmodern culture? Is it possible today to have the unity of the university as a classical social and educational institution? Do modern university models (entrepreneurial, corporate, research, etc.) have their own idea

“Mean Field Games” as Mathematical Models for Control and Optimization of Business Activity

The article is a review of modern mathematical economic models with the “Mean Field Games” structure. They are currently used for the predictive modelling under given control conditions or for optimizing control actions to achieve the desired result. The mathematical model is a pair of parabolic partial differential equations with a set of initial and boundary conditions for optimizing a given target functional. For them, the discretization is applied to obtain systems of nonlinear algebraic equations which are solved by computer in an iterative way to get the best instant benefit for each agent. This mathematical apparatus is used for the quantitative modelling of the distribution or the use of alternative resources, environmental problems, optimization of wages and insurance, network sales, and other economic activities to predict the aggregate behavior of the great mass of agents looking for instant personal benefit

«Игры среднего поля» как математические модели управления и оптимизации экономической активности

The article is a review of modern mathematical economic models with the “Mean Field Games” structure. They are currently used for the predictive modelling under given control conditions or for optimizing control actions to achieve the desired result. The mathematical model is a pair of parabolic partial differential equations with a set of initial and boundary conditions for optimizing a given target functional. For them, the discretization is applied to obtain systems of nonlinear algebraic equations which are solved by computer in an iterative way to get the best instant benefit for each agent. This mathematical apparatus is used for the quantitative modelling of the distribution or the use of alternative resources, environmental problems, optimization of wages and insurance, network sales, and other economic activities to predict the aggregate behavior of the great mass of agents looking for instant personal benefitСтатья посвящена обзору современных математических экономических моделей в терминах теории “Mean Field Game”. В настоящее время такие модели используются для прогностического моделирования при заданных условиях управления или для поиска оптимального управления динамической системой для достижения желаемого результата. Математическая модель представляет собой пару параболических уравнений в частных производных с начальными и граничными условиями для оптимизации заданного целевого функционала. Для них применяется дискретизация с целью формирования системы нелинейных алгебраических уравнений, которые решаются на компьютере итерационным образом для получения наибольшего текущего выигрыша каждым агентом. Данный математический аппарат используется для количественного моделирования распределения или формирования альтернативных ресурсов, решения экологических проблем, оптимизации заработной платы и страхования, сетевых продаж и других видов экономической деятельности для предсказания агрегатного поведения огромной массы агентов, ищущих собственную выгод

A сomparative analysis of classical and postmodern views on the idea of a university

Background: The crisis that the modern university is experiencing today, is conditioned by the crisis of its idea as of a classical essence. The idea of university was formulated by W. von Humboldt, however, its history starts with the Greek-Roman era when the ancient philosophy in its cognitive attitude to the world saw its truth, leaning on intelligence that brought it to the harmony of beauty and good. In this quality, the idea of university was changing the university history. However, today, by rejecting any natural unity and integrity and also reconsidering classics, the postmodern views diversify the classical university and eliminate the possibility of its common form. Questions arise: can the common idea for the university be preserved in these conditions? Will it be preserved (and should it be preserved) by the postmodern culture? Is it possible today to have the unity of the university as a classical social and educational institution? Do modern university models (entrepreneurial, corporate, research, etc.) have their own idea

Some characteristics of ultra-wideband 2x2 combined antenna array

The influence of the arrangement of a rectangula

Some characteristics of ultra-wideband 2x2 combined antenna array

The influence of the arrangement of a rectangula

Isolation and Characterization of the First <i>Zobellviridae</i> Family Bacteriophage Infecting <i>Klebsiella pneumoniae</i>

In order to address the upcoming crisis in the treatment of Klebsiella pneumoniae infections, caused by an increasing proportion of resistant isolates, new approaches to antimicrobial therapy must be developed. One approach would be to use (bacterio)phages and/or phage derivatives for therapy. In this study, we present a description of the first K. pneumoniae phage from the Zobellviridae family. The vB_KpnP_Klyazma podovirus, which forms translucent halos around the plaques, was isolated from river water. The phage genome is composed of 82 open reading frames, which are divided into two clusters located on opposite strands. Phylogenetic analysis revealed that the phage belongs to the Zobellviridae family, although its identity with the closest member of this family was not higher than 5%. The bacteriophage demonstrated lytic activity against all (n = 11) K. pneumoniae strains with the KL20 capsule type, but only the host strain was lysed effectively. The receptor-binding protein of the phage was identified as a polysaccharide depolymerase with a pectate lyase domain. The recombinant depolymerase protein showed concentration-dependent activity against all strains with the KL20 capsule type. The ability of a recombinant depolymerase to cleave bacterial capsular polysaccharides regardless of a phage’s ability to successfully infect a particular strain holds promise for the possibility of using depolymerases in antimicrobial therapy, even though they only make bacteria sensitive to environmental factors, rather than killing them directly