148 citations
- Institute for Information Transmission ProblemsRU14 papers
- Bar-Ilan UniversityIL10 papers
- Institute of Professional InnovationsRU6 papers
- Northern Arizona UniversityUS6 papers
- Uniwersytet Komisji Edukacji Narodowej w KrakowiePL6 papers
- Lomonosov Moscow State UniversityRU4 papers
- North Dakota State UniversityUS4 papers
- Novosibirsk State UniversityRU3 papers
- Russian Academy of SciencesRU3 papers
- Russian RailwaysRU3 papers
- Sobolev Institute of MathematicsRU3 papers
- Bauman Moscow State Technical UniversityRU2 papers
44 papers
Reinforcement learning reward function in unmanned aerial vehicle control tasks
Mikhail S. Tovarnov, Nikita V. Bykov
This paper presents a new reward function that can be used for deep reinforcement learning in unmanned aerial vehicle (UAV) control and navigation problems. The reward function is…
A Sustainable Concept for Permafrost Thermal Stabilization
Egor Loktionov, Elizaveta Sharaborova, Taissia Shepitko
Although permafrost thermal stabilization systems have been used for a long time already, they have always had shortcomings and limitations of performance which have become even mo…
On exponential convergence rate of distribution for some non-regenerative reliability system
Galina Zverkina
The exponential upper bounds for the convergence rate of the distribution of restorable element with partially energized standby redundancy are founded, in the case when all workin…
Monotone subsequence via ultrapower
Piotr Blaszczyk, Vladimir Kanovei, Mikhail G. Katz +1
An ultraproduct can be a helpful organizing principle in presenting solutions of problems at many levels, as argued by Terence Tao. We apply it here to the solution of a calculus p…
Definable classes at arbitrary projective levels
Vladimir Kanovei, Vassily Lyubetsky
Using a modification of the invariant Jensen forcing, we define a model of ZFC, in which, for a given , there exists a lightface set of reals, which is a ${\mat…
Approaches to analysis with infinitesimals following Robinson, Nelson, and others
Peter Fletcher, Karel Hrbacek, Vladimir Kanovei +3
This is a survey of several approaches to the framework for working with infinitesimals and infinite numbers, originally developed by Abraham Robinson in the 1960s, and their const…