论文标题
基于公制调整的偏斜信息的产品和总体不确定性关系
Product and sum uncertainty relations based on metric-adjusted skew information
论文作者
论文摘要
度量调整后的偏斜信息在量子统计数据的几何表述与量子信息的度量之间建立了联系。我们研究了由度量调整的偏斜信息的产品和求和形式中的不确定性关系。我们通过可观察到的操作员表示，基于度量调整后的偏差信息，介绍了产品和总和不确定性不平等的范围。提供明确的例子来支持我们的主张。
The metric-adjusted skew information establishes a connection between the geometrical formulation of quantum statistics and the measures of quantum information. We study uncertainty relations in product and summation forms of metric-adjusted skew information. We present lower bounds on product and summation uncertainty inequalities based on metric-adjusted skew information via operator representation of observables. Explicit examples are provided to back our claims.
