Sentence examples for assignment matrices from inspiring English sources

The problem of off-line simultaneous estimation of temporal O-D matrices is tackled in this paper adopting a simulation approach, which avoids introducing assignment matrices [9].

Therefore, as n→∞, we expect the corresponding sequence of assignment matrices ({boldsymbol {X}^{(n)}}_{nin {mathbb N}}) (note that (tilde {boldsymbol {x}}^{(n)} =: text {vec}(mathbf {X}^{(n)}) )) to evolve towards network configurations with low energy consumption.

We use X=[x i,j ]∈{0,1} M×N to denote the assignment matrix where x i,j =1 if TP j is assigned to cell i and x i,j =0 otherwise.

The assignment matrix A is subject to the following constraints: Each part must be assigned to exactly one worker, i.e., (sum _{k=1}^{m} A_{jk} = 1) for all j∈{1,…,n}.

The channel assignment matrix.

(i) Channel Assignment Matrix.

Also, the binary assignment variables form the subcarrier assignment matrix CN × M.

Below we describe how to choose an optimal assignment matrix (A in mathcal {K}).

This simple and efficient clustering algorithm significantly reduces the size of redundancy-rate assignment matrix, such that one can find the optimal channel-aware cluster-level redundancy-rate assignment matrix using a low-complexity full search approach.

The solution is encoded as a two-part representation including a permutation vector and a machine assignment matrix.

The assignment matrix A[ c i,j ] represents all the possible associations and the costs generated by these associations.