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Hamburger Moment Sequences in Combinatorics
LIANG, Huyile - Personal Name
WANG, Yi - Personal Name
ZHENG, Sainan - Personal Name
We show that many well-known counting coefficients in combinatorics are Hamburger moment sequences in certain unified approaches and that Hamburger moment sequences are infinitely convex. We introduce the concept of the q-Hamburger moment sequence of polynomials and present some examples of such sequences of polynomials. We also suggest some problems and conjectures.
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| EB00000003429K | Available |
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E-Jurnal
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Subject(s)
Hamburger moment sequence
Stieltjes moment sequence
generalized Motzkin number
Hankel matrix
total positivity
infinite convexity
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Statement of Responsibility
Huyile LIANG, Yi WANG1), Sainan ZHENG
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