机译:Quasibound陈述Pt对称性诱导的连续体
B. I. Stepanov Institute of Physics National Academy of Sciences of Belarus Nezavisimosti Avenue 68 220072 Minsk Belarus;
ITMO University Kronverksky Prospekt 49 197101 St. Petersburg Russia Kotelnikov Institute of Radio Engineering and Electronics Russian Academy of Sciences (Ulyanovsk branch) Goncharova Str. 48 432000 Ulyanovsk Russia Riga Technical University Institute of Telecommunications Azenes st. 12 1048 Riga Latvia;
Saint Petersburg Electrotechnical University LETI (ETU) Prof. Popova Street 5 197376 St. Petersburg Russia Riga Technical University Institute of Telecommunications Azenes st. 12 1048 Riga Latvia;
Riga Technical University Institute of Telecommunications Azenes st. 12 1048 Riga Latvia;
Department of Theoretical Physics and Astrophysics Belarusian State University Nezavisimosti Avenue 4 220030 Minsk Belarus ITMO University Kronverksky Prospekt 49 197101 St. Petersburg Russia;
机译:光子异质结构中的光学互转性诱导对称性及其在散射Pt-βmMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMMETRY中的对称性
机译:通过电磁感应透明机制控制一维连续体中的准结合态
机译:通过电磁诱导的透明度机制控制一维连续体中的Quasibound状态
机译:通过打破空间对称性确定连续体中受拓扑保护的束缚态的确定性生成
机译:双光反馈和PT对称性打破了半导体激光器中的非线性动力学。
机译:连续内的新型界限的共存和PT对称诱导的激光阈值模式
机译:pT-对称性随着发散电势而破裂:晶格和连续体 例
机译:Continuum强QCD:限制和动态手征对称性破坏