HAN Dong, SUN Hua-fei. Submanifolds of Curved Exponential Family in Quantum StatisticsJ. Transactions of Beijing institute of Technology, 2009, (10): 918-921.
Citation:
HAN Dong, SUN Hua-fei. Submanifolds of Curved Exponential Family in Quantum StatisticsJ. Transactions of Beijing institute of Technology, 2009, (10): 918-921.
HAN Dong, SUN Hua-fei. Submanifolds of Curved Exponential Family in Quantum StatisticsJ. Transactions of Beijing institute of Technology, 2009, (10): 918-921.
Citation:
HAN Dong, SUN Hua-fei. Submanifolds of Curved Exponential Family in Quantum StatisticsJ. Transactions of Beijing institute of Technology, 2009, (10): 918-921.
Submanifolds of Curved Exponential Family in Quantum Statistics
Quantum version of the curved exponential family is studiedwhere its dual structure with different metrics. As an important case the Kubo-Mori metric is introduced. The α -connections are set up so that the exponential family is ±1-affine with respect to the Kubo-Mori metric.
DownLoad: