Abstract: We introduce the ◇2p roducts by considering two physical quantities ( namely, the concurrence and fidelity) , which p lay an important role in quantum computation and quantum information. Then by comparing ◇2 p roduct with the sequential p roduct, we give some algebraic p roperties of ◇2p roducts and some counter examp les. Finally, we obtain a characterization of trans 2formations that p reserve concurrence or fidelity between different Hil2 bert spaces.
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汪威威 ,毕红梅.正算子方块积的代数性质[J].智能科学与工程学报,2009,(5):415-419 WANGWe iwe i, BI Hongme i. Some algebraic properties of the ◇2products of positive operators[J]. Journal of Chongqing Technology and Business University(Natural Science Edition),2009,(5):415-419