• B Petracovici

      Articles written in Proceedings – Mathematical Sciences

    • Divisors, Measures and Critical Functions

      B Petracovici L Petracovici A Zaharescu

      More Details Abstract Fulltext PDF

      In [4] we have introduced a new distance between Galois orbits over $\mathbb{Q}$. 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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