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Minimal Mahler measure in number fields (Kate Petersen, University of Minnesota Duluth)
Minimal Mahler measure in number fields (Kate Petersen, University of Minnesota Duluth)
The Mahler measure of a polynomial is the modulus of its leading term multiplied by the moduli of all roots outside the unit circle. The Mahler measure of an algebraic number b, M(b) is the Mahler measure of its minimal polynomial. By a result of Kronecker, an algebraic number b satisfies M(b)=1 if and only […]