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Mean-field approximation for large-scale transport networks with a small parameter special methods. In this paper it is studied large-scale transport network using Dobrushin's mean-field

Mean-field approximation for large-scale queueing systems with a small parameterMean-field approximation for large-scale queueing systems with a small parameter

Dobrushin mean-field approach and large-scale transport networks analysisIn this paper large-scale transport systems was studied using Dobrushin mean-field approach

Dobrushin mean-field approach with application in queueing large-scale networks analysisDobrushin mean-field approach with application in queueing large-scale networks analysis

Using Dobrushin Mean-Field Approach for Large-Scale Transport Networks AnalysisUsing Dobrushin Mean-Field Approach for Large-Scale Transport Networks Analysis

Dobrushin Mean-Field Approach and Large-Scale Networks with a Small ParameterDobrushin Mean-Field Approach and Large-Scale Networks with a Small Parameter

THE SHORTEST QUEUE MODEL AND THE MEAN-FIELD APPROACH TO TIME-SCALE QUEUEING SYSTEMS WITH A SMALL PARAMETERIn this paper we apply the Dobrushin mean-field approach for evolution dynamics analysis

Dobrushin mean-eld approach for queueing large-scale networks with a small parameterDobrushin mean-eld approach for queueing large-scale networks with a small parameter

Using Dobrushin mean-field approach for queueing large-scale networks analysisUsing Dobrushin mean-field approach for queueing large-scale networks analysis

Dobrushin mean-field approach for queueing large-scale networks with a small parameterDobrushin mean-field approach for queueing large-scale networks with a small parameter

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