The Hankel transform and some of its properties.

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Hankel Determinant for starlike and convex functions. (2007, background): “2 ([3]) The power series for p given in (4) converges in D to a function in P if and only if the Toeplitz determinants”
Riordan arrays, orthogonal polynomials as moments, and Hankel transforms (2011, background): “While partly expository in nature, the note assumes a certain familiarity with integer sequences, generating functions, orthogonal polynomials [5, 12, 30], Riordan arrays [25, 29], production matrices [10, 23], and the Hankel transform of sequences [2, 7, 20].”
Third Hankel determinant for bounded turning functions of order alpha (2015, methodology): “The Hankel transform of an integer sequence and some of its properties were discussed by Layman in [5].”
Coefficient inequality for certain classes of analytic functions (2016, methodology): “The Hankel transform of an integer sequence and some of its properties were discussed by Layman in [9].”
Meixner-Type Results for Riordan Arrays and Associated Integer Sequences (2010, background): “While partly expository in nature, the note assumes a certain familiarity with integer sequences, generating functions, orthogonal polynomials [4, 10, 31], Riordan arrays [26, 30], production matrices [8, 24], and the integer Hankel transform [1, 6, 17].”