2018
DOI: 10.1007/s00010-018-0607-y
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On symmetries of roots of rational functions and the classification of rational function solutions of functional equations arising from multiplication of quantum integers with prime semigroup supports

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Cited by 2 publications
(1 citation statement)
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“…The results of this paper and those of [9] are also used in [12] to resolve another problem in this area concerning extensions of supports, not necessarily prime subsemigroups of N, of polynomial solutions with fields of coefficients K of characteristic zero. Moreover, we plan to establish in a future paper the analogues of the results in [9] for the rational function solutions with non-prime semigroup supports and fields of coefficients of characteristic zero (see [10,11] for the existence and characterization of rational function solutions with prime semigroup supports and fields of coefficients of characteristic zero).…”
Section: ê ñ ö 2ºmentioning
confidence: 99%
“…The results of this paper and those of [9] are also used in [12] to resolve another problem in this area concerning extensions of supports, not necessarily prime subsemigroups of N, of polynomial solutions with fields of coefficients K of characteristic zero. Moreover, we plan to establish in a future paper the analogues of the results in [9] for the rational function solutions with non-prime semigroup supports and fields of coefficients of characteristic zero (see [10,11] for the existence and characterization of rational function solutions with prime semigroup supports and fields of coefficients of characteristic zero).…”
Section: ê ñ ö 2ºmentioning
confidence: 99%