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The mathematical technique presented in this work deals with one step design of batch water-allocation network (WAN), where batch schedules, water-reuse subsystems, and wastewater-treatment subsystems are all taken into account.
The new mathematical technique presented here provides a useful tool for the analytical estimation of the noise intensities corresponding to these regimes.
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For detailed motivation, stringent argumentation and proofs to mathematical techniques presented in this section we refer to Harten et al. ([1976]) and LeVeque ([1991]).
In this section, we illustrate the mathematical techniques presented in the previous sections with some numerical examples in one, two, and probably three dimensions.
The mathematical expression of this noise power is computed for systems based on arithmetic operations with the technique presented in [16].
A new concept called shale number (SN) is developed and detailed steps of derivation using mathematical technique of dimensional analysis is presented in "Appendix" as Eq. 21, and given below by Eq. 11.
This paper presents a mathematical technique for optimal design and load shifting of hybrid power systems (HPSs).
This paper presents a mathematical technique for prediction of the optimal number of time points in short-term scheduling of multipurpose batch plants.
Thus, we present a mathematical technique for discussing the complexity of algorithms whose foundation lies in the use of two new fixed point results that we provide for partial metric spaces.
The mathematical technique used in the present analysis is the parameter-group transformation, the linear transformation group approach is developed to solve the heat diffusion problems in the presence of thermal conductivity and heat capacity.
In this work, we present mathematical techniques that provide insights in network structure.
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