厄米算符

许多教科书将厄米算符定义为对所有的品优函数f和g满足下式的算符。

Many texts define a Hermitian operator as the following equation that satisfies for all well-behaved functions f and g.

由于耗散的存在，介观RLC并联电路中的磁通量和电荷不是一对线性厄米算符。

Because of dissipation , the magnetic flux Φ ^ and charge q ^ of the mesoscopic RLC parallel circuit are not a pair of linear Hermitian operators .

具体讨论了场的位相概率分布、厄米位相算符的期待值以及位相的涨落，通过与标准J-C模型作比较，讨论了克尔介质与模场的非线性相互作用对场位相特性的影响。

The phase probability distribution , the expectation values and the fluctuations of the Hermitian phase operator and the phase fluctuations are obtained . The effect of nonlinearity interaction of Kerr medium on the phase properties are analysed in comparison with the standard Jaynes-Cummings .

厄米量子相位算符的圈表示

Circle Representation of Quantum Phase Operator

该有效拉氏量是由一些只包含标准模型粒子的厄米的定域算符组成，而且其中的耦合常数都是实数。

The effective lagrangian consists of a couple of hermitian operators containing only the SM particles with the real coupling constants .