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Non-hermitian extensions of Schrödinger type uncertainty relations

Proceedings on International Symposium on Information Theory and its Applications Page 163-166
published_at 2014
2014010503.pdf
[fulltext] 129 KB
Title
Non-hermitian extensions of Schrödinger type uncertainty relations
Creators Yanagi Kenjiro
International Symposium on Information Theory and its Applications, ISITA2014, Melbourne, Australia, October 26-29, 2006
In quantum mechanics it is well known that observables are represented by hermitian matrices (or operators). Uncertainty relations are represented as some kinds of trace inequalities satisfied by two observables and one density matrix (or operator). Now we try to release the hermitian restriction on observables. This is only a mathematical interest. In this case we give several non-hermitian extensions of Schrödinger type uncertainty relations for generalized skew information under some conditions.
Languages eng
Resource Type conference paper
Publishers 情報理論とその応用学会
Date Issued 2014
Rights
copyright(c)2014 IEICE()
File Version Version of Record
Access Rights open access
Schools 大学院理工学研究科(工学)