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the quantum theory的中文,翻译,解释,例句

the quantum theory

the quantum theory的基本解释
n.

量子论

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In the past 3 years, we have made the following progress:(1)we devised some theoretical schemes performing quantum information processes in encoded subspaces under the condition of general interaction models;(2)considering some practical physical systems,we provided some more efficient schemes performing quantum information processes under actual physical conditions;(3)we studied the stability of the entanglement in 2-qubit system under several decoherent environments;(4)we studied the optimal successful probability of some kinds of nondistortion quantum interrogations in quantum subspaces;(5)we also investigated some fundamental questions in quantum information fields such as quantum channel,quantum teleportation etc.

近三年来,我们在以下方面取得进展:(1)研究了在一般的相互作用下,直接在子空间中实施各种量子信息过程的理论方案;(2)针对于当前的某些实际的物理系统,研究了在现有的实验条件之下,如何高效地实施各种量子信息过程的方法;(3)研究了2-qubit量子系统的纠缠在各种消相干环境下的稳定性问题;(4)研究了量子子空间实施无损伤的量子质询的最佳效率;(5)我们也研究了量子信道、量子隐形传态等量子信息的基础问题。

The specifically used learning-theories are Thorndike"s, error-tried learning-theory Pavlov"s conditioning learning-theory, Watson"s learning-theory, Guthrie"s neighboring learning-theory, Estes"s sampling learning-theory, Skinner"s manipulating learning-theory, Wertheimer"s learning-theory, Wulf"s learning-theory, Lewin"s surroundings cognizing learning-theory, Piaget"s constructing learning-theory, Bruner"s cognizing structure learning-theory, Ausubel"s assimilating cognize learning-theory, processing information learning-theory, Tolman"s signal learning-theory, Grgne"s accumulating learning-theory, Bandura"s society learning-theory, Rogers"s learning-theory.

具体所应用的学习理论包括:桑代克试误学习理论;巴甫洛夫条件作用学习理论;华生学习理论;格思里邻近学习理论;埃斯蒂斯抽样学习理论;斯金纳操作学习理论;韦特墨学习理论;沃尔夫学习理论;勒温认知一场学习理论;皮亚杰建构学习理论;布鲁纳认知结构学习理论;奥苏贝尔认知同化学习理论;信息加工学习理论;托尔曼信号学习理论;加涅积累学习理论;班杜拉社会学习理论和罗杰斯学习理论。

It has been showed that the quantum PCII can be still valid for the general case Jacobi J 1, which is different from quantum Noether theorem. The equivalence between quantum canonical equation and PCII is deflved at the quantum level. The comparisons of these results in quantum level with those in classical theories are discussed in detail. The relationship of canonical transformation with quantum PCII is obtained.

结果表明,当变换的Jacobi行列式不为1时,量子PC积分不变量仍然存在,从而把PC积分不变量推广到了最一般情形;在量子水平上,证明了量子正则方程与该积分不变量之间的等价性;比较了经典与量子PC积分不变量以及PC积分不变量与Noether定理;给出正则变换与量子PC积分不变量间的关系。

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