Article
On the Classification of Solutions of a Functional Equation Arising from Multiplication of Quantum Integers
Authors
Abstract
We prove an open problem posed by Melvyn Nathanson concern- ing the solutions of a functional equation arising from multiplication of quantum integers. In this paper we give a complete classification of sequences of polynomi- als whose coefficients are contained in fields of characteristic zero satisfying the functional equation above.
Keywords
quantum integer, functional equation, q-series, cyclotomic polynomial.
Citation
Nguyen, L. (2013). On the classification of solutions of a functional equation arising from multiplication of quantum integers. Uniform Distribution Theory, 8(2), 49–120.
L. Nguyen, “On the classification of solutions of a functional equation arising from multiplication of quantum integers,” Uniform Distribution Theory, vol. 8, no. 2, pp. 49–120, 2013.
Nguyen L. On the classification of solutions of a functional equation arising from multiplication of quantum integers. Uniform Distribution Theory. 2013;8(2):49–120.
Nguyen, L. (2013), ‘On the classification of solutions of a functional equation arising from multiplication of quantum integers’, Uniform Distribution Theory, 8(2), pp. 49–120.
Nguyen, Lan. “On the Classification of Solutions of a Functional Equation Arising from Multiplication of Quantum Integers.” Uniform Distribution Theory, vol. 8, no. 2, 2013, pp. 49–120.
Nguyen, Lan. “On the Classification of Solutions of a Functional Equation Arising from Multiplication of Quantum Integers.” Uniform Distribution Theory 8, no. 2 (2013): 49–120.
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Published by: Engineering Journals
