2. Articole
Permanent URI for this collectionhttps://msuir.usm.md/handle/123456789/47
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Item Определение значений сингулярных интегралов с приложениями в физике и технике(Editura USM, 2024) Barsuk, Alexandr A.; Paladi, FlorentinThe analysis of numerous problems in physics and mechanics naturally leads to singular integrals. In particular, we come to such integrals in the study of the processes occurring in electron plasma first emitted in the fundamental studies of A.A. Vlasov. We show that the calculation of the singular integral in the sense of the principal value leads to its true value and represents a way of uncertainty disclosure.Item CINETICA TRANZIŢIILOR DE FAZĂ DIRIJATĂ CU PARAMETRII DE CONTROL(CEP USM, 2013-09-26) Gubceac, Ghenadii; Șveț, Aliona; Paladi, FlorentinItem SIMULAREA SISTEMELOR FIZICE COMPLEXE ÎN BAZA MODELELOR ABM(CEP USM, 2013-09-26) Guţu, Roman; Căpăţână, Gheorghe; Paladi, FlorentinItem DETECTAREA SEMNALELOR DE FLUORESCENȚĂ A PLANTELOR LA DISTANŢĂ CU FOLOSIREA UAV(CEP USM, 2022-11-10) Chiriţa, Arcadii; Sprincean, Veaceslav; Savva, Marianna; Paladi, FlorentinItem IMPACTUL ECONOMIC ȘI DE MEDIU AL PLATFORMEI eALERT PENTRU MONITORIZAREA ÎN TIMP REAL A CALITĂȚII AERULUI(CEP USM, 2022-11-10) Leu, Alexei; Jalencu, Marian; Savva, Marianna; Caraman, Mihail; Paladi, Florentin; Sprîncean, VeaceslavItem PERSPECTIVA UTILIZĂRII NANOCLUSTERILOR DE CARBON Cn ÎN PRELEVAREA PROBELOR DIN ATMOSFERĂ(CEP USM, 2022-11-10) Lozovanu, Petru; Paladi, Florentin; Bulimaga, TatianaItem ON SYSTEMS OF NONLINEAR EQUATIONS DEPENDING ON PARAMETERS(CEP USM, 2022-11-10) Barsuc, Alexandr A.; Paladi, FlorentinItem ANALYSIS OF SOLUTIONS FOR THE SYSTEMS OF NONLINEAR EQUATIONS DEPENDING ON PARAMETERS(CEP USM, 2022-11-10) Paladi, Florentin; Barsuc, Alexandr A.Item SENSITIVITY ANALYSIS OF THE EQUILIBRIUM STATES OF MULTI-DIMENSIONAL DYNAMICAL SYSTEMS FOR ORDINARY AND BIFURCATION PARAMETER VALUES(Springer, 2022) Barsuk, Alexandr A.; Paladi, FlorentinDependences of the equilibrium states of multidimensional dynamical systems on the parameters of the dynamical system in a small neighborhood of their equilibrium values are investigated. Cases of ordinary and bifurcation values of parameters are considered. Asymptotic representations are derived for sensitivity formulae of the equilibrium values of parameters. Stability analysis of the equilibrium states for nonlinear complex systems described by the Landau-type kinetic potential with two order parameters and the Lotka–Volterra model is conducted. Two different rate processes as combinations of in series and in parallel pathways are examined.Item ON THE STABILITY OF EQUILIBRIUM STATES OF THE DYNAMICAL SYSTEMS IN CRITICAL CASES(Elsevier, 2021) Barsuk, Alexandr A.; Paladi, Florentin