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Dynamic discrete models for the granular matter formation process tailored to the physical nature of the process at hand. Respectively, the dynamic 1D and 2D discrete models
APPLICATIONS OF OPTIMAL CONTROL OF A NONCONVEX SWEEPING PROCESS TO OPTIMIZATION OF THE PLANAR CROWD MOTION MODEL to optimization of the planar crowd motion model of traffic equilibria. The obtained theoretical results allow us
Prediction of influenza peaks in Russian cities: Comparing the accuracy of two seir models of ordinary differential equations. The second one is a discrete model formulated as a set of difference
Stationary distribution of discrete-time finite-capacity queue with re-sequencingThe discrete-time re-sequencing model, consisting of one high and one low priority finite
Discrete Dynamics of State Parameters of Fractal Thermodynamics of Covid-19 PandemicsBackground: Currently, one of the urgent tasks of mathematical modeling is the construction
Discrete Markov chain model for analyzing probability measures of P2P streaming network network with buffering mechanism - buffer occupancy model. The model is developed in terms of discrete
Chemical bonding and quadrupole splittings of (57)Fe Mossbauer spectrum in active sites of oxyhemoglobin as calculated by X(alpha)-discrete variation methodResults of quantum-chemical X(alpha)-discrete variation method (X(alpha)-DVM) calculations
THE MOISTURE REGIME OF ENCLOSING STRUCTURES IN DIFFERENT CONSTRUCTION AREASHeat and mass transfer mathematical model is formulated. Solution of the moisture transfer equation
Empirtical estimates with minimal d-risk for discrete exponential families the a priori distribution is completely unknown. For a scalar parameter of a discrete exponential family
Discrete Symmetries Underlying Some Continuous Ones: Two Examples From Gravity And Particle Physics-th/0207210] and GRG, 1999,
v.31, p.1431 [gr-qc/0207017]) are considered here in which a physical
model has
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