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We got one or two half line breaks.
"I'm finding a half line on one page that matches up with a half line on another page.
Each half line that starts from the center cell is called border line.
The similar problem was investigated in the half line by scattering data in [15, 16].
However, it is also interesting to consider spectral methods for FDEs on the half line.
This method is applied to invert Wiener-Hopf integral equations on the half line and the full line.
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The last half-line is simple and stunning.
However, the existence results on the half-line are few.
boundary condition spectral behavior under perturbations, W, of half-line, continuum or discrete Schrödinger operators.
We discuss resonances for Schrödinger operators in whole- and half-line problems.
The matrix Sturm-Liouville operator with an integrable potential on the half-line is considered.
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