Events

Analysis of articles by Matthias Eller and Ilya. M. Karabash 2021 ArXiv 2021. For Maxwell operators in Lipschitz domains, the following are described all m-dissipative boundary conditions. For this Riesz bases in trace spaces are constructed and a modified version of the boundary triplet is introduced.

Geochemistry and biogeochemistry of the Russian Academy of Sciences, the leading scientific institute of the Russian Academy of Sciences, which specializes in geochemistry, biogeochemistry, and qualitative and quantitative composition of terrestrial and extraterrestrial matter. Ludmila Kolmykova, the graduate of the ecological department of the PFUR, will share her experience in job search, tell about the structure of GEOKhI RAS, and give recommendations for getting a job in scientific organizations.

GEOKhI RAS is a leading scientific institute of the Russian Academy of Sciences, specializing in geochemistry, biogeochemistry, and qualitative and quantitative composition of terrestrial and extraterrestrial matter. The graduate of the Ecology Department of the Russian Academy of Sciences, Denis Dolgushin will tell about the laboratory of biogeochemistry of environment and give advice to the students on how to combine work and studies.

During the seminar, speakers will consider the problems of identification, modeling and elimination of environmental toxicants in the city environment.

In this review lecture, we will get acquainted with the basics of the theory of thermal explosion, starting with the classical works of Semenov and Frank-Kamenetsky, and also consider some more modern results on the interaction of a thermal explosion with convection.

The purpose of the event is to demonstrate the study of the relationship between the level of development of a teacher’s emotional intelligence (a tutor / lecturer of a foreign language at the university) and the success of mastering a foreign language by students of linguistic and non-linguistic specialties in a higher educational institution.

The talk will give integral inequalities for entire functions of exponential type, give a definition of Nikol'skii-Besov spaces using entire functions of exponen-tial type, and provide a proof of the embedding theorem and the trace theorem.

In next-generation Internet of Things (IoT) deployments, every object such as a wearable device, a smartphone, a vehicle, and even a sensor or an actuator will be provided with a digital counterpart (twin) with the aim of augmenting the physical object’s capabilities and acting on its behalf when interacting with third parties.

The talk will address short-term forecasting of severe ARI dynamics in Russia via compartmental and multiagent models, with influenza and COVID-19 as case studies, and the connection between the immunity formation and the consequent incidence waves of severe acute respiratory infections.

If the coefficients of a linear system of differential equations asymptotically tend to constant, then sometimes their solution can be characterized.

In this talk, we consider the free boundary problem for the Chipot-Weissler equation. It is well known that global existence or blowup of solutions of nonlinear parabolic equations depends on which one dominating the model, the source or absorption, and on the absorption coefficient for the balance case of them. The aim of our investigation was to study the influence of exponents of source and absorption, initial data and free boundary on the asymptotic behavior of solutions.

We study the problem of linear stability of one-dimensional states of dynamic equilibrium of an infinite collisionless electrically neutral plasma in the electrostatic approximation - Vlasov-Poisson plasma.

The Nemyckii operator. Generalized gradient method for the solution of the Galerkin equations. Application to quasi-linear elliptic equations of order 2m.

The theory of reaction-diffusion waves and its applications will be considered in the talk.

In this talk we will present our recent results on the boundary regularity for solutions of second-order elliptic equations with partial Muckenhoupt weight at a boundary point on the interface.

The webinar will be conducted by Vasily Borisovich Rozanov, representative of the Ministry of Natural Resources of the Russian Federation, specialist of the department of regulatory and legal and organizational support of the federal project "Conservation of Lake Baikal" in the Moscow branch of the Federal State Budgetary Institution "UralNII Ecology".

World Soil Day is held annually on December 5, starting in 2013, on the recommendation of the International Soil Science Society. It is celebrated in 177 countries around the world. Soil is a living resource that accounts for over 25% of our planet's biodiversity. Up to 90% of living organisms live or spend part of their life cycle in soil. Soil microorganisms can fight some contaminants.

Bioconjugation reactions that can operate on proteins are recognized as important tools for probing structure-function relationships, developing new therapeutics, and providing total chemical synthesis routes.

The axiomatic theory kernel for further translation into models of specific complex-systems dynamics in health and medicine rests upon a separation of functional organization from material realization, and casts dynamic features of physiological function into mathematical equations from a phenomenological perspective.

The Commission on Foreign Languages of the RUDN University is holding an interdepartmental scientific and methodological seminar with an external speaker at the Department of Foreign Languages, Faculty of Humanities and Social Sciences at Peoples' Friendship University of Russia. The speaker is: Ph.D., Alexandre André Louis Solcà (Switzerland, Lausanne Institute, an independent researcher) with the report in the French language "Intercultural connections and teaching foreign languages for different purposes. How ancient and modern languages can help us in our daily need of social communication".