All Research Papers Published In automation and remote control

Research Article
10.1134/s0005117924700383

A Method of Optimal Investment with Stage-by-Stage Conditional Value at Risk (CVaR) Constraints and Known Parameters of Return Vectors

Dec 1, 2024
Automation and Remote Control
A Y Golubin + 3 more

Research Article
2
10.1134/s0005117924700413

AUV Positioning and Motion Parameter Identification Based on Observations with Random Delays

Dec 1, 2024
Automation and Remote Control
A V Bosov

Research Article
10.1134/s0005117924700395

On the Features of Service Rate Control in Fork-Join Queueing System

Dec 1, 2024
Automation and Remote Control
A V Gorbunova + 1 more

Research Article
2
10.1134/s0005117924700401

Order Statistics of the Normalized Spectral Distribution for Detecting Weak Signals in White Noise

Dec 1, 2024
Automation and Remote Control
A A Galyaev + 3 more

Research Article
10.1134/s0005117924700425

Output Feedback Design in Discrete-Time Control Systems As an Optimization Problem

Dec 1, 2024
Automation and Remote Control
M V Khlebnikov

Research Article
10.1134/s0005117924700255

Investigation of Triangle Counts in Graphs Evolving by Clustering Attachment

Nov 1, 2024
Automation and Remote Control
M Vaičiulis + 1 more

Research Article
1
10.1134/s0005117924700279

Modeling and Stabilization of Conveyor Transport Systems with Intelligent Control

Nov 1, 2024
Automation and Remote Control
O V Druzhinina + 2 more

Research Article
10.1134/s0005117924700267

Approaches to Optimizing Guidance Methods to High-Speed Intensively Maneuvering Targets. Part I. Justifying Requirements for Ways to Optimize Guidance Methods

Nov 1, 2024
Automation and Remote Control
V S Verba + 1 more

Research Article
10.1134/s0005117924700243

Diagnosis of Uncertain Systems with Arbitrary Relative Degree and Unknown Input

Nov 1, 2024
Automation and Remote Control
A A Margun + 2 more

Research Article
10.1134/s0005117924700231

On an Approach to Solving the Time-Optimization Problem for Linear Discrete-Time Systems Based on Krotov Method

Nov 1, 2024
Automation and Remote Control
D N Ibragimov + 1 more

In the paper, we develop a method for studying the time-optimization problem for a linear system with discrete time, which allows, in the general case, to improve known upper estimates of the objective function and to find guaranteeing control processes. We obtain sufficient conditions for convergence to the optimal solution in the problem and implement the method as an effective numerical algorithm.