论文标题

Jaynes-Cummings模型及其后代

The Jaynes-Cummings model and its descendants

论文作者

Larson, Jonas, Mavrogordatos, Th. K.

论文摘要

迄今为止,Jaynes-Cummings(JC)模型一直处于量子光学的最前沿,这是现代物理学中最简单但错综复杂的轻度相互作用的最简单但错综复杂的非线性公式之一。该专着将大多数重点放在模型的无处不在,并在多个领域中占据了基本的一般性,在几个领域(包括原子物理学,量子选择,固态,固态物理学和量子信息科学)中,研究了特定物理系统中广泛的应用。当将各种作品汇集在一起​​以组装我们的叙述时,我们主要针对量子物理和量子光学的研究人员。该专着还包括针对从事非平衡量子相变,量子计算和模拟以及量子多体物理学的研究生的访问介绍。在该框架中,我们旨在揭示物理和散布在文献和不同技术进步的应用之间的共同基础。该博览会通过充满活力的场交织量子光学元件和凝结物理物理学来指导读者。所有部分都致力于理论与实验之间的牢固互连,历史上与JC物理学的各种现代研究方向的发展有关。这伴随着对自1960年代初以来一直塑造其演变的主要出版物的全面参考清单。最后,我们努力将这种多面材料的呈现尽可能地呈现,将连续的文本与各种插图散布在数学表达式上。

The Jaynes-Cummings (JC) model has been at the forefront of quantum optics for almost six decades to date, providing one of the simplest yet intricately nonlinear formulations of light-matter interaction in modern physics. Laying most of the emphasis on the omnipresence of the model across a range of disciplines, this monograph brings up the fundamental generality of its formalism, looking at a wide gamut of applications in specific physical systems among several realms, including atomic physics, quantum optics, solid-state physics and quantum information science. When bringing the various pieces together to assemble our narrative, we have primarily targeted researchers in quantum physics and quantum optics. The monograph also comprises an accessible introduction for graduate students engaged with non-equilibrium quantum phase transitions, quantum computing and simulation, and quantum many-body physics. In that framework, we aim to reveal the common ground between physics and applications scattered across literature and different technological advancements. The exposition guides the reader through a vibrant field interlacing quantum optics and condensed-matter physics. All sections are devoted to the strong interconnection between theory and experiment, historically linked to the development of the various modern research directions stemming from JC physics. This is accompanied by a comprehensive list of references to the key publications that have shaped its evolution since the early 1960s. Finally, we have endeavored to keep the presentation of such a multi-sided material as concise as possible, interspersing continuous text with various illustrations alongside an economical use of mathematical expressions.

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