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TEMPERATURE-DEPENDENCE OF THE TSVETKOV PARAMETER FOR SOME MODELS OF ORIENTATIONAL ORDERINGTEMPERATURE-DEPENDENCE OF THE TSVETKOV PARAMETER FOR SOME MODELS OF ORIENTATIONAL ORDERING
Guaranteed parameter estimation of the first order autoregression with correlated noiseGuaranteed parameter estimation of the first order autoregression with correlated noise
Spectral Properties of the Fourth Order Differential Operator with Integral ConditionsAbstract: We consider an ordinary fourth-order differential equation with a spectral parameter
Locally Convex Limit Spaces of Measurable Functions with Order Units and Its Duals dominated by positive measurable function powered by real positive parameter. Also, we consider its dual
A locally directionally maximin test for a multidimensional parameter with order-restricted alternatives of the locally most powerful test for the case of a multidimensional parameter. We show that for the two
ASYMPTOTIC ANALYSIS OF INFINITE ORDER DIFFERENTIAL EQUATION SYSTEMS WITH SMALL PARAMETER AND NONHOMOGENEOUS COUNTABLE MARKOV CHAINSInfinite order differential equation systems with small parameter and nonhomogeneous countable
Quasi-averages in the solution of the classification problem for equilibriums of condensed media with a spontaneously broken symmetryorder parameter
MODELING NONHOMOGENEOUS COUNTABLE MARKOV CHAINS USING SYSTEMS OF NONLINEAR DIFFERENTIAL EQUATIONS OF INFINITE ORDER WITH A SMALL PARAMETER equations of infinite order with a small parameter was built.
Inductive and projective limits of Banach spaces of measurable functions with order unities with respect to power parameter if and only if there exist at least two equivalent norms by order unit spaces with order unities fα and fβ
Feedback design of differential equations of reconstruction for second-order distributed parameter systems second-order distributed parameter system. © 2017 Vyacheslav I. Maksimov et al., published by De Gruyter
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