Identification of Symmetric Volterra Kernels Using Piecewise Linear Test Signals Статья конференцииSolodusha S.Tkhai V.N.Журнал: Proceedings of 2022 16th International Conference on Stability and Oscillations of Nonlinear Control Systems (Pyatnitskiy's Conference), STAB 20222022
Machine learning in the diagnosis and treatment of ophthalmic diseases [机器学习在眼科疾病的诊断和治疗中的应用] [Машинное обучение в диагностике и лечении офтальмологических заболеваний] Статья в журналеP.V. Gliznitsa, Kh.P. Takhchidi , S.N. Svetozarskiy, A.I. Bursov, Шустерзон К.А.Журнал: Head and Neck Russian Journal2022
On the Involvement of Intelligent Technologies for Modeling of Energy Systems by Volterra Polynomials in Evolving Energy Ecosystems Статья конференцииSolodusha S., Dudareva O., Kokonova Y., Nikishin A.Polyakov R.Журнал: Lecture Notes in Networks and Systems2022
Machine Learning for Energy Systems Optimization Статья в журналеKim I., Kim B., Sidorov D.Журнал: EnergiesEnergies. MDPI2022
Branching Solutions of the Cauchy Problem for Nonlinear Loaded Differential Equations with Bifurcation Parameters Статья в журналеSidorov N., Sidorov D.Журнал: Mathematics2022
Two-stage optimization of a virtual power plant incorporating with demand response and energy complementation Статья в журналеCao J., Zheng Y., Han X., Yang D., Yu J., Tomin N., Dehghanian P.Журнал: Energy Reports2022
ECONOMIC FEASIBILITY ASSESSMENT OF CONNECTING REMOTE EASTERN ARCTIC CONSUMERS TO THE POWER GRID Статья в журналеShakirov V.A., Ivanova I.Yu., Ivanov R.A.Журнал: Arktika: Ekologia i Ekonomika2022
INFLUENCE OF HEATING CONDITIONS ON FORMATION AND DEVELOPMENT OF AGGLOMERATES IN A REACTIVE POROUS MEDIUM Статья в журналеDonskoy I.Журнал: Heat Transfer Research2022
DIGITAL MODEL OF WEAR OF HEAT EXCHANGE CONVECTIVE SURFACES OF A CHARCOAL BOILER [ЦИФРОВАЯ МОДЕЛЬ ИЗНОСА КОНВЕКТИВНЫХ ПОВЕРХНОСТЕЙ ТЕПЛООБМЕНА ПЫЛЕУГОЛЬНОГО КОТЛА] Статья в журналеTyurina E.A., Mednikov A.S.Журнал: Bulletin of the Tomsk Polytechnic University, Geo Assets Engineering2022
Polynomial Spline Collocation Method for Solving Weakly Regular Volterra Integral Equations of the First Kind [Метод полиномиальной сплайн-коллокации для решения слабо регулярных интегральных уравнений Вольтерра I рода] Статья в журналеTynda A.N., Noeiaghdam S., Sidorov D.N.Журнал: Russian Journal of Applied Chemistry2022