论文标题
超对称量子力学和Riemann假设
Supersymmetric quantum mechanics and the Riemann hypothesis
论文作者
论文摘要
我们构建了一个超对称量子机械模型，其中哈密顿量的能量特征值是Riemann Zeta函数的产物。我们表明，Riemann Zeta函数的微不足道和非平凡的零自然对应于该模型中消失的基态能量。该模型提供了自然形式的超对称性。
We construct a supersymmetric quantum mechanical model in which the energy eigenvalues of the Hamiltonians are the products of Riemann zeta functions. We show that the trivial and nontrivial zeros of the Riemann zeta function naturally correspond to the vanishing ground state energies in this model. The model provides a natural form of supersymmetry.
