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Regularized meshless method
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<p>In numerical mathematics, the regularized meshless method (RMM), also known as the singular meshless method or desingularized meshless method, is a meshless boundary collocation method designed to solve certain <a href="/facts/Partial_differential_equations/DyPsBlv7">partial differential equations</a> whose <a href="/facts/Fundamental_solution/hdu8vXJa">fundamental solution</a> is explicitly known. The RMM is a strong-form <a href="/facts/Collocation_method/YMVkNS7m">collocation method</a> with merits being meshless, integration-free, easy-to-implement, and high stability. Until now this method has been successfully applied to some typical problems, such as potential, acoustics, water wave, and <a href="/facts/Inverse_problems/Fe01pQ9E">inverse problems</a> of bounded and unbounded domains. </p>