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These equations were solved using the finite-volume method.
The structure of PDLP5 was solved using the single-anomalous diffraction (SAD) method.
All matrix equations are solved using the Cholesky direct solver of the numerical library SuiteSparse44.
The model is solved using the finite element method.
Some examples are solved using the proposed iterative method.
The model is solved using the Lagrangian relaxation technique.
The problem is solved using the Galerkin method.
Therefore, the system can be solved using the forward substitution.
The latter problem is also solved using the inclusion analogy.
This game is solved using the generalized maximin solution concept.
This problem is conveniently solved using the network pinch approach.
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