Sentence examples for be further formulated as from inspiring English sources
This signal model can be further formulated as a virtual MIMO system as the following mathbf{y}^{i} = mathbf{H}^{i} mathbf{x} + mathbf{n}^{i}, (2).
Therefore, the multiple relay selection problem can be further formulated as a sequential decision problem which can be solved by the optimal multiple stopping theory.
The above problem can be further formulated as a second-order cone programming (SOCP) problem and thus can be solved efficiently via the interior point methods [19, 20].
Using the described model, the FA problem can then be further formulated as a complete frequency assignment of the CR network represented by a conflict graph G c= V c, E co, adj).
These key evolutionary events cover the evolution of functional modules and can be further formulated as a set of rules which are described below.
Moreover, to handle uncertain potential demands in reality, the problem of interest is further formulated as two-stage stochastic programming models.
The PLPC and the HHCC problems are further formulated as two noncooperative differential game models by taking into account the utility function maximization problem and the linear differential equation constraint with regard to the aggregate power interference to primary users (PUs) and the congestion bid for a bottleneck SU.
*Questions 3/4/5/6/7/8/10 were further formulated in "Can you briefly explain why?", to provide qualitative data, as well as quantitative.
Based on the findings, clear guidelines and recommendations for further advocating have been formulated, as well as the guidelines for the development of new strategic and legal acts in this field, in particular for the improvement of policies in the fields of education, health, social inclusion, poverty reduction and protection of children against violence.
The concept is not limited to DFT and, in general, any meaningful transform can be applied to the rows and columns, as exemplified in Section 5. Taking the concept one step further, (19) can be formulated as operatorname{vec}!left(boldsymbol{Delta}right) = operatorname{vec}!left(mathbf{T}_{text{c}} mathbf{D} mathbf{T}_{text{r}}right). (20).
