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A model solution of the generalized langevin equation: Emergence and breaking of time-scale invariance in single-particle dynamics of liquids expression for the velocity autocorrelation function is in a good agreement with the molecular dynamics

Probability’s uncertainty in stochastic dynamical control systemsThis study applies generalized polynomial chaos theory to dynamic systems with uncertainties.

Enterprise Debts Analysis Using a Mathematical Model of Production, Considering the Deficit of Current Assets environment parameters. The developed method we apply to compute and analyze the economic conditions

Stochastization of one-step processes in the occupations number representationBy the means of the method of stochastization of one-step processes we get the simplified

Spatial Lymphocyte Dynamics in Lymph Nodes Predicts the Cytotoxic T Cell Frequency Needed for HIV Infection Control (vol 10, 1213, 2019)Spatial Lymphocyte Dynamics in Lymph Nodes Predicts the Cytotoxic T Cell Frequency Needed for HIV

Infinite order systems of differential equations and large scale random neural networksIn this paper we consider dynamics of complex systems using random neural networks with an infinite

Markov model of a digital stochastic generatorA stochastic process generator based on a chain of modulo-two adders with asynchronous feedback

Toward a quantum generalization of equilibrium statistical thermodynamics: A-k Dynamics it A -k dynamics. We construct a qualitatively new model of the object environment, namely, a quantum

Hotspots of enzyme activities reflect micro-scale heterogeneity in nutrient mobilization in paddy soils as hotspots distribution remain underexplored. Methods: Using soil zymography and high-throughput sequencing

Implementation of an analytical-numerical approach to stochastization of one-step processes in the Julia programming languageIn this paper, we use the method of stochastization of one-step processes to demonstrate

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