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Negative quantum conditional entropy and the entanglement measure of a kind of mixed state of bipartite quantum system

Zhou Bing-Ju Liu Xiao-Juan Fang Mao-Fa Zhou Qing-Ping Liu Ming-Wei

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Negative quantum conditional entropy and the entanglement measure of a kind of mixed state of bipartite quantum system

Zhou Bing-Ju, Liu Xiao-Juan, Fang Mao-Fa, Zhou Qing-Ping, Liu Ming-Wei
cstr: 32037.14.aps.56.3937
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  • From negative quantum conditional entropy point of view this paper intestigates the entanglement measure of the prue state and a kind of mixed state of bipartite quantum system. Also this paper gives a definition of quantum conditional entropy of entanglement EA|B(ρAB) and proves that it satisfies the four fundamental conditions of a entanglement measure for a kind of mixed state of 2×2 quantum system by this negative quantum conditional entropy Using conditional entropy of entanglement, this paper investigates the quantum entanglement between the two identical two-level atoms simultaneously interacting with vacuum cavity field as an application. This paper compares conditional entropy of entanglement and concurrence at the same condition, and the result shows that the curves of their evolvements are identical. These obtained results test and verifys that conditions of an entanglement measure may be taken as the entanglement measure of the prue state and a kind of mixed state of bipartite quantum system.
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  • PDF Downloads:  1259
  • Cited By: 0
Publishing process
  • Received Date:  19 December 2006
  • Accepted Date:  04 March 2007
  • Published Online:  20 July 2007
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