Divisors,measures and critical functions |
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Authors: | B Petracovici L Petracovici A Zaharescu |
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Institution: | 1.Department of Mathematics,Western Illinois University,Macomb,USA;2.Department of Mathematics,University of Illinois at Urbana-Champaign,Urbana,USA |
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Abstract: | In 4] we have introduced a new distance between Galois orbits over ℚ. Using generalized divisors, we have extended the notion
of trace of an algebraic number to other transcendental quantities. In this article we continue the work started in 4]. We
define the critical function for a class of transcendental numbers, that generalizes the notion of minimal polynomial of an
algebraic number. Our results extend the results obtained by Popescu et al 5]. |
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Keywords: | |
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