Sentence examples for by solving mathematical models from inspiring English sources
The objective weights concurrently were determined by solving mathematical models and were amalgamated with subjective weights in the FMCDM model.
The objective methods determine weights by solving mathematical models automatically without any consideration of the decision maker's preferences, for example, the entropy method and multiple objective programming.
Profiles of basic chromium sulfate are obtained along the height of the tower by solving mathematical models of the reactive absorption process.
This FAHP approach includes careful selection and standardization of landslide related criteria and weighting procedures using objective methods which determine the criteria weights by solving mathematical models without any consideration of the decision maker's preferences (as is conventional in subjective methods).
The problems encountered in creating and solving mathematical models are caused by the fact that the input-output data type contains nonlinearities and perturbations.
In this section, solution methodologies for solving mathematical models are presented specifically supply chain network models which were proposed by recent researchers.
The optimal wind power prices were then determined in three different modes by solving the mathematical model with MATLAB.
The performance of the proposed algorithm is assessed using the real-world data from 2009 and compared with results obtained by solving the mathematical model.
The mass flux in circuits, pressure drop between headers, outer vapor temperature of water-wall system and metal temperature data of tubes at the boiler maximum continuous rating (BMCR), 75% BMCR and 30% BMCR loads are obtained by solving the mathematical model.
This paper presents the development of the optimum control algorithm based on combined dispatch strategies, to achieve the optimal cost of battery incorporated hybrid energy system for electricity generation, during a period of time by solving the mathematical model, which was developed in Part I of this tri-series paper.
An energy efficient water allocation network is designed more easily by solving the sequential mathematical model than the simultaneous mathematical model.
