Cite this article:
Xu Xing-Lei, Xu Shi-Min, Zhang Yun-Hai, Li Hong-Qi, Wang Ji-Suo. A generalized Hadamard transformation from new entangled stateJ. Chin. Phys. B, 2011, 20(1): 010301.
Xu Xing-Lei, Xu Shi-Min, Zhang Yun-Hai, Li Hong-Qi, Wang Ji-Suo. A generalized Hadamard transformation from new entangled stateJ. Chin. Phys. B, 2011, 20(1): 010301.
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A generalized Hadamard transformation from new entangled state
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Abstract
A new entangled state | \eta ;\theta \rangle is proposed by the technique of integral within an ordered product. A generalized Hadamard transformation is derived by virtue of | \eta ;\theta \rangle , which plays a role of Hadamard transformation for (\hat a_1 \sin \theta - \hat a_2 \cos \theta ) and (\hat a_1 \cos \theta + \hat a_2 \sin \theta ). -
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