A new application of the homotopy analysis method: Solving the Sturm–Liouville problems

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An Efficient Technique for Finding the Eigenvalues of Fourth-Order Sturm-Liouville Problems (2012, methodology): “Examples and Comparisons In this section, we will present three of our numerical results of fourth-order Sturm-Liouville problems using th using N = 22, for the first four eigenvalues of the problem with the results of Abbasbandy [14], Syam and Siyyam [11] and Attili and Lesnic [10].”
An adaptation of homotopy analysis method for reliable treatment of strongly nonlinear problems: construction of homotopy polynomials (2015, methodology): “For more details about the applications of the method, the reader is advised to consult the research works presented in [7–36] or the references therein.”