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In this study, we propose a mathematical model of this problem.
The mathematical model of this problem is formulated by means of the large finite element method (LFEM).
We formulate the model of this problem by taking initial inventory and capital levels as the two-dimensional state.
Green water phenomenon and the need for an effective simplified model of this problem to assist design process are introduced.
A mixed integer programming model of this problem is transformed into a CTCNN computation architecture by introducing a permutation matrix expression.
Known computational model of this problem is minimum error correction (MEC) that has been proved to be NP-complete by Lippert et al., but there are few practical algorithms for it.
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An appropriate modeling of this problem can quantify these currents and give constraints for the design of new devices.
Modeling of this problem with the FDTD method is not trivial particularly for establishing the Drude Lorentz permittivity model and the selection of the right boundary conditions.
Due to the coupling effects of moisture, heat and carbon dioxide transport in concrete, the modeling of this problem is a rather challenging task.
AM CVs stars in which stable mass transfer occur from a Roche-lobe filling white dwarf to its more massive white dwarf companion and detached double white dwarfs (DWDs) which are candidate progenitors of Type Ia supernovae will be models of this problem.
The objective of the previous models for this problem is minimization of loaded trip distances.
More suggestions(15)
model of this survey
model of this language
model of this stuff
model of this device
model of this class
model of this feature
model of this system
model of this diffusion
model of this earthquake
model of this oscillator
model of this tower
model of this design
model of this paper
model of this situation
model of this mechanism
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com