论文标题
量子信息几何形状中的单调度量张量
Monotone metric tensors in Quantum Information Geometry
论文作者
论文摘要
我们回顾一些与有限维度中单调量子指标世界有关的几何方面。特别强调了量子状态的展开观点，该量子状态是由光谱定理构建的，并且自然适合研究与概率分布的经典案例的比较。
We review some geometrical aspects pertaining to the world of monotone quantum metrics in finite dimensions. Particular emphasis is given to an unfolded perspective for quantum states that is built out of the spectral theorem and is naturally suited to investigate the comparison with the classical case of probability distributions.
