From a technical point of view, we employed an innovative CSI methodology that could be useful in future studies in MS or other neurological disease to quantify metabolite concentrations along the main WM tracts in the brain, and formulate location-specific hypotheses.
To evaluate the proposed location management scheme, we establish an analytical model, also formulate the location update and the paging cost, and analyse the influence of the different factors on the total signalling cost.
At the beginning, static model will be studied in this part and then, according to classification in part (2.1), it is now possible to present various mathematical models to formulate dynamic location problems (DLPs).
An optimization approach based on the Reformulation Linearization Technique coupled with semidefinite programming concepts is designed to solve the formulated reader location problem.
Specifically, we formulate human localization problem as finding a location with the maximum posterior probability given the observed received signal strength indicator from passive radio-frequency identification tags.
In our controller, brain networks perceive the location of prey and predict its future location, store this location in memory, and formulate descending commands for ballistic saccades like those seen in the animal.
To sum up, well pattern optimization problems can be formulated as the location variables satisfy the nonlinear constraints and linear constraints, and the objective function D t) has been solved to obtain the optimal location of the minimum value (x i *, y i * ) i = 1, 2, …, m.
Chen et al. [26] formulate the problem of optimal location of AVI sensors as a multi-objective integer-optimization problem with the following objectives: minimize the number of AVI readers, maximize the OD coverage and maximize the number of trips covered by the system.
In 1909 the German location economist Alfred Weber formulated a theory of industrial location in his book entitled Über den Standort der Industrien (Theory of the Location of Industries, 1929).
Coupling constraints for railway alignment and station locations are formulated and addressed, and station locations are generated while searching the railway alignment.
A linear integer programing model is proposed to formulate the joint optimization of the location and capacity of parking lots associated with mega-event sites.
