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概率比对在指纹认定中的科学性 被引量:1
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作者 王峰锋 《江苏警官学院学报》 2013年第3期107-110,共4页
由于客观原因,现场指纹不可能与样本指纹完全一致吻合。概率比对可以很好解释现场指纹为何与样本指纹不完全一致,此种认定法较同一认定更具合理性,是比对方法的一种进步。
关键词 概率比对 指纹 同一认定
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确定等价电子杨盘基的等概率比对方法
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作者 胡昆明 《物理学报》 SCIE EI CAS CSCD 北大核心 2008年第10期6074-6080,共7页
给出了等价电子正则杨盘Tig[λ]的基本对称算子、完全对称算子概念,同时给出了这些对称算子作用于任一Slater函数φi所产生的根态、生成态概念.由正交归一化杨盘Tie[λ]的纵置换算子Aie[λ]的构造规则,给出了Aie[λ]中存在的对称算子和... 给出了等价电子正则杨盘Tig[λ]的基本对称算子、完全对称算子概念,同时给出了这些对称算子作用于任一Slater函数φi所产生的根态、生成态概念.由正交归一化杨盘Tie[λ]的纵置换算子Aie[λ]的构造规则,给出了Aie[λ]中存在的对称算子和确定Tie[λ]的等概率比对方法,从而基本避免了牵涉到许多算子的极其复杂的代数,给出了求解N值较大的电子系统杨盘基问题的新方法. 展开更多
关键词 正则杨盘 对称算子 根态 概率比对方法
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Deterministic Joint Remote Preparation of an Arbitrary Two-Qubit State Using the Cluster State
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作者 王明明 陈秀波 杨义先 《Communications in Theoretical Physics》 SCIE CAS CSCD 2013年第5期568-572,共5页
Recently, deterministic joint remote state preparation (JRSP) schemes have been proposed to achieve 100% success probability. In this paper, we propose a new version of deterministic JRSP scheme of an arbitrary two-qu... Recently, deterministic joint remote state preparation (JRSP) schemes have been proposed to achieve 100% success probability. In this paper, we propose a new version of deterministic JRSP scheme of an arbitrary two-qubit state by using the six-qubit cluster state as shared quantum resource. Compared with previous schemes, our scheme has high efficiency since less quantum resource is required, some additional unitary operations and measurements are unnecessary. We point out that the existing two types of deterministic JRSP schemes based on GHZ states and EPR pairs are equivalent. 展开更多
关键词 joint remote state preparation cluster state unit success probability
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The Essence of More Nonlocality with Less Entanglement in Bell Tests
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作者 谭勇刚 刘强 +1 位作者 胡要花 吕桦 《Communications in Theoretical Physics》 SCIE CAS CSCD 2014年第1期40-44,共5页
In this paper, we will explore the essence of the phenomenon that state with less entanglement may generate greater Bell violation in the two-qubit Bell tests with CH-type inequalities, i.e., more nonlocality with les... In this paper, we will explore the essence of the phenomenon that state with less entanglement may generate greater Bell violation in the two-qubit Bell tests with CH-type inequalities, i.e., more nonlocality with less entanglement. We will show that this interesting but counterintuitive phenomenon is caused by the rotational asymmetry of the nonmaximally entangled state in the measurement plane. This asymmetry allows the both-side detection probabilities and the one-side detection probabilities obtain their maximal values with nonmaximally entangled state. But the maximal Bell violation may not always happen on nonmaximally entangled state, because these probabilities will compete with each other, and the Bell violation behaves differently for various CH-type inequalities. 展开更多
关键词 ENTANGLEMENT NONLOCALITY Bell theorem
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