Horst Brunotte
Abstract
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ABSTRACT We study algebraic properties of real positive algebraic numbers which are not less than the moduli of their conjugates. In particular, we are interested in the relation of these numbers to Perron numbers.
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ABSTRACT We study algebraic properties of real positive algebraic numbers which are not less than the moduli of their conjugates. In particular, we are interested in the relation of these numbers to Perron numbers.
Key concepts: Mathematics, Algebraic number, Moduli, Pure mathematics, Algebraic cycle, Mathematical analysis, Physics, Quantum mechanics