《光致电离量子动力学方法原理（英文）》重新讨论了一些有关电磁场与基本量子系统相互作用的理论方法，把高度形式化的方法与简单的物理原理联系起来，并在《光致电离量子动力学方法原理（英文）》的后半部以引证的形式引用这些方法和原理，以达到加深读者印象的效果。
《光致电离量子动力学方法原理（英文）》的内容包括：椭圆偏振激光、狄拉克氢的处理、激光—原子相互作用的（相对的）多极膨胀，通过与时间相关的散射描述推导光电离边界条件，更完整地介绍了密度矩阵理论、光的量子理论及其与原子系统的相互作用的基本论述，用随机波动场更系统地介绍了电离，把离散状态作为局部波包进行了更复杂的处理。
《光致电离量子动力学方法原理（英文）》适合高等院校师生阅读。

Prologue
Acknowledgments
Author biography
Glossary of symbols

1 Introduction

2 Quantum dynamics
2．1 Hilbert vector states
2．1．1 iterative expansion
2．1．2 Basis expansion
2．2 Subspace dynamics
2．3 von Neumann （density） matrix states
2．3．1 IP iterative expansion
2．4 Homework problems
References

3 Atomic potentials
3．1 Central field
3．2 Harmonic oscillator
3．3 Homework problems
References

4 Laser pulses
4．1 Classical electrodynamics
4．2 Laser pulses in the paraxial approximation
4．3 Coherent and partially coherent fields
4．4 Homework problems
References

5 Quantum systems in laser fields
5．1 Atomic TDSE in the dipole approximation
5．2 Time-dependent perturbation theory
5．3 Driven quantum oscillator
5．4 Homework problems
References

6 Amplitude coefficient equations
6．1 Two-level systems
6．2 Ionization
6．2．1 Single-photon ionization
6．3 Resonant excitation and （auto-）ionization
6．4 Homework problems
References

7 Density-matrix element equations
7．1 Resonant ionization
7．2 Ionization in stochastic fields
7．2．1 Averaged equations for resonant auto-ionization
7．3 Homework problems
References
……

8 Matrix elements of atomic operators
9 TDSE of hydrogen-like atoms in laser fields
10 Space division of a one-dimensional TDSE
11 Quantum mechanics of vector- and matrix-states
12 Technicalities

Appendix A： Mathematical formalism

编辑手记