1.
Developing the Phase Space Theory in Quantum Mechanics by Virtue of the Entangled State Representation and the Technique of Integration Within an Ordered Product (IWOP) of Operators;
用纠缠态表象和有序算符内的积分方法发展量子力学相空间理论
2.
Perturbation theory in quantum phase space based on harmonic oscillator system s;
基于谐振子体系的量子相空间微扰理论研究
3.
On the Real Variables of the Phase Space in the Self-Dual Gravitational Theory;
自对偶引力理论中相空间变量的实数化研究
4.
The Basic Postulates of Vacuum Fluctuation and Their Deductions;
真空涨落与相对论量子力学的共同基础
5.
The physics on the interior includes a quantum theory of gravity- something that string theorists have been developing for decades.
三维空间内部的物理则包含了量子重力论─弦论学家数十年来致力发展的东西。
6.
nonrelativistic quantum mechanics
非相对论性量子力学
7.
We will use the terms quantum mechanics, quantum physics, and quantum theory synonymously, to refer to both relativistic and non-relativistic quantum mechanics.
我们将会使用术语量子力学、子物理学和量子理论同义，指的既相对又非相对量子力学。
8.
The Theoretical Analyses of Spatially Incoherent Solitons & the Propagation Characteristics of Incoherent Vector Beams;
非相干空间光孤子的理论研究及非相干矢量光束的传播演化特性
9.
Special relativity and quartum mechanics were two major theories that appeared subsequently.
狭义相对论和量子力学是相继出现的两个主要理论。
10.
Incompatibility of between Quantum Mechanics and the Theory of Relativity and the Relation with the object of Research of Physics
量子力学和相对论的不相容性与物理学研究对象的关系
11.
On the linguistic philosophical similarities between CB and RT;
复合空间理论与关联理论相似的语言哲学观
12.
As currently understood, general relativity and quantum mechanics are incompatible.
就现在的理解，广义相对论和量子力学是不相容的。
13.
The Recursive Dynamics Research of Chained Form Multibody System Based on the Theory of Spatial Operator Algebra
基于空间算子代数理论的链式多体系统递推动力学研究
14.
Inverse Dynamics Simulation of Rigid Multibody System Based on Spatial Operator Algebra Theory
基于空间算子代数理论多刚体系统反向动力学仿真
15.
Computational Dynamics of Multi-body System Modeling Based on Spatial Operator Algebra Theory
基于空间算子代数理论计算多体系统动力学建模
16.
Quantum mechanics uses complex number wave functions (sometimes referred to as orbitals in the case of atomic electrons), and more generally, elements of a complex vector space to explain such effects.
量子力学用复数波功能（有时指轨道内的原子电子），而更通常用复向量空间原理来解释这类作用。
17.
Unified Symmetry for the Mechanical Systems in Phase Space;
相空间中力学系统的统一对称性与守恒量研究
18.
The first complete quantum field theory, quantum electrodynamics, provides a fully quantum description of the electromagnetic interaction.
首先完善的量子场理论，量子电力学提供了电磁相互作用充分的量子描述。