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Ren, X.P. Wang, An iterative grid redistribution method for singular problems in multiple dimensions, J. Comput.
Eloe [50] developed the QSL method for singular boundary value problems on an unbounded domain.
In this study we develop a theoretical basis for semi-static adaptive grid method for singular problems.
Ravi Kanth and Reddy [11] presented a numerical method for singular two-point boundary value problems via Chebyshev economization.
This note presents a new memoryless H∞ controller design method for singular systems with delayed state and control by linear matrix inequality (LMI) technique.
Li and Wu [13, 14] presented RK method for singular three-point and four-point BVPs by constructing RK satisfying three-point or four-point boundary conditions.
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We first describe a method for computing singular or nearly singular integrals, such as a double layer potential due to sources on a curve in the plane, evaluated at a point on or near the curve.
It describes a method for constructing singular solutions to generalized Baouendi-Goulaouic-type operators.
Kadalbajoo and Aggarwal [13] discussed a cubic spline method for solving singular two-point boundary value problems.
In this paper, we presents a reproducing kernel method for computing singular second-order initial/boundary value problems (IBVPs).
We present a fourth order numerical solution method for the singular Neumann boundary problem of Poisson equations.
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