Kryanev Aleksandr V.

Showing publications for last 3 years

1. Article
   Web of Science & Scopus
   Mathematical Model for Selecting the Optimal Option of Technological Processes for Decommissioning Nuclear Power Facilities Using the Monte Carlo Method // AIP Conference Proceedings, 2023 Vol. 2849, No. 1, Q4 doi
2. RSCI MATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTSMATHEMATICAL MODELING OF OPTIMIZATION PROBLEMS DURING THE DECOMMISSIONING OF NUCLEAR AND RADIATION HAZARDOUS OBJECTS // 2023 pp. 117
3. RSCI MATHEMATICAL FORMULATION OF PROBLEMS OF OPTIMIZATION OF ARTIFICIAL LUNG VENTILATION OF A PATIENT DEPENDING ON ITS CURRENT STATEMATHEMATICAL FORMULATION OF PROBLEMS OF OPTIMIZATION OF ARTIFICIAL LUNG VENTILATION OF A PATIENT DEPENDING ON ITS CURRENT STATE // 2023 pp. 118
4. Article THE COMPARATIVE ANALYSIS OF DECISION TREES AND NEURAL NETWORKS METHODS IN THE CREDIT INSTITUTIONS CLASSIFICATION PROBLEM // Vestnik NRNU MEPhI, NRNU, 2022 Vol. 11, No. 6 pp. 442-449
5. Article
   Web of Science & Scopus
   Optimal Decision Support System under the Decommissioning of Nuclear Facilities // Physics of Particles and Nuclei Letters, 2022 Vol. 19, No. 6, Q3 pp. 826-833 doi
6. RSCI COMPARISONOF DISTRIBUTION OF RESOURSES IN THE PRESENCE OFUNCERTAINTYUSING THREESCHEMESFOR THE FORMATION OF EFFECTIVE PORTFOLIOS: MARKOWITZ SCHEME, VAR SCHEME, SCHEME BASED ON THE PROBABILITY OF PRIORITYCOMPARISONOF DISTRIBUTION OF RESOURSES IN THE PRESENCE OFUNCERTAINTYUSING THREESCHEMESFOR THE FORMATION OF EFFECTIVE PORTFOLIOS: MARKOWITZ SCHEME, VAR SCHEME, SCHEME BASED ON THE PROBABILITY OF PRIORITY // 2022 pp. 105
7. Article
   Web of Science & Scopus
   Interpolation of Multivariable Functions by Means of the Nonlinear Schema of Metric Analysis // AIP Conference Proceedings, 2022 Vol. 2425, Q4 doi
8. RSCI On the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channelOn the subject of simulating a DDoS attack in a backbone channel // 2021 pp. 108-109
9. RSCI Mathematical simulation of the network schedule for the decommissioning of atomic energy use facilities // 2021 pp. 118-119
10. Article
    MEPhI publication
    MATHEMATICAL MODEL OF OPTIMIZING EXPENDITURE ON THE INFORMATION PROTECTION SYSTEM IN THE NETWORK COMMUNICATION CHANNELS OF CONTROL SYSTEMS // Vestnik natsionalnogo issledovatelskogo yadernogo universiteta MIFI, 2021 Vol. Т. 10, No. N 3 pp. 239-243 doi
11. Article
    Web of Science & Scopus
    Reconstruction of Multivariable Functions Under Uncertainty by Means of the Scheme of Metric Analysis // Springer Proceedings in Mathematics and Statistics, 2021 Vol. 371, Q4 pp. 269-279 doi
12. Article
    Web of Science & Scopus
    Analysis of the Features of the Network Traffic in the Trunk Channel: Zero Channel // Physics of Particles and Nuclei Letters, 2021 Vol. 18, No. 4, Q3 pp. 488-495 doi
13. Article
    Web of Science & Scopus
    A Method for Estimating the Normalized Instrument Response Function of the URAGAN Muon Hodoscope // Physics of Particles and Nuclei Letters, 2021 Vol. 18, No. 1, Q3 pp. 115-122 doi

Showing conferences for last 3 years

1. Март 2023 IX International Conference "Laser, Plasma Research and Technologies - LaPlaz-2023"
2. Март 2023 IX International Conference "Laser, Plasma Research and Technologies - LaPlaz-2023"
3. Март 2022 International Conference "Laser, Plasma Research and Technologies - LaPlaz-2022" Report: Comparison of resource allocation under uncertainty using three schemes: Markowitz scheme, VAR scheme and scheme based on priority probabilities