论文标题
完全积极代数整数的势能
Potential energy of totally positive algebraic integers
论文作者
论文摘要
鉴于积极的实数，我们证明了涉及其势能和功率总和的两个不平等现象。我们还证明了涉及能量和判别剂的不平等，并将其应用于完全不可还原多项式的结果。
Given positive real numbers, we prove two inequalities involving their potential energy and their power sums. We also prove an inequality involving the energy and the discriminant and apply it to deduce a result on totally positive irreducible polynomials.
