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The derivative nonlinear Schrodinger equation is solved by application of the Ablowitz-Ladik scheme to an equivalent equation.
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This problem can be solved by application of prestressed cable truss.
It is explained how these optimization problems can be solved by application of similar techniques.
Analyses of interaction of reinforced concrete slabs with subsoil were solved by application of inhomogeneous half-space.
Some common obstacles encountered while adapting classical optimization procedures have been solved by application of a parallel genetic algorithm.
However, this problem can be solved by application of aptamers, the nucleic acids with the ability of specific recognition of their target molecules in the folded conformation instead of antibodies in iLAMP.
This disagreement was solved by application of the discrepancy rule.
Disagreements during selection were solved by application of criteria, discussion and consensus.
This problem may be solved by application of the portage transport approach (Hwang et al. 1989) or by the construction of lipophilic pro-drug molecules.
the resulting mixed boundary value problem is solved by the application of an integral equation method.
For example, the axisymmetric problem of a torsion of an elastic space, weakened by a conical crack, under the assumption that on the boundaries of the crack, the tangential displacements of the shear stress are prescribed, is solved by the application of dual integral equations (see [11]).
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