On $$q$$ q -analogues of two-one formulas for multiple harmonic sums and multiple zeta star values

Author:

Hessami Pilehrood Khodabakhsh,Hessami Pilehrood Tatiana

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference36 articles.

1. Bachmann, H., Kühn, U.: The algebra of generating functions for multiple divisor sums and applications to multiple zeta values (preprint). arXiv:1309.3920v2 [math.NT]

2. Bachmann, H., Kühn, U.: A short note on a conjecture of Okounkov about a $$q$$ q -analogue of multiple zeta values (preprint). arXiv:1407.6796v1 [math.NT]

3. Borwein, J.M., Bradley, D.M.: Thirty-two Goldbach variations. Int. J. Number Theory 2(1), 65–103 (2006)

4. Bowman, D., Bradley, D.M.: Multiple polylogarithms: a brief survey. In: $$q$$ q -Series with Applications to Combinatorics, Number Theory, and Physics (Urbana, IL, 2000), pp. 71–92. Contemporary Mathematics, vol. 291. American Mathematical Society, Providence (2001)

5. Bradley, D.M.: Multiple $$q$$ q -zeta values. J. Algebra 283, 752–798 (2005)

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