 Singular boundary method

The Singular Boundary Method (SBM) is a numerical technique used to solve boundary value problems, particularly those associated with partial differential equations (PDEs). It focuses on problems where singularities, such as point sources or sharp gradients, exist in the domain. The method is particularly useful in fluid dynamics, heat transfer, and other areas of engineering and applied mathematics where traditional numerical methods may struggle due to the presence of these singularities. ### Key Features of the Singular Boundary Method 1.