A recursive shadow-term construction yields asymptotic singular eigensolutions for Dirichlet-Robin corners with power-law coefficient, convergent via the D-N procedure for alpha > -1 and the D-D procedure for alpha < -1, with the critical case alpha = -1 solved by a transcendental eigenequation.
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A recursive method for computing singular solutions in corners with homogeneous Dirichlet-Robin boundary condition with power-law coefficient variation
A recursive shadow-term construction yields asymptotic singular eigensolutions for Dirichlet-Robin corners with power-law coefficient, convergent via the D-N procedure for alpha > -1 and the D-D procedure for alpha < -1, with the critical case alpha = -1 solved by a transcendental eigenequation.