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《光子学研究:英文版》
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2018年8期
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Passive parity-time-symmetry-breaking transitions without exceptional points in dissipative photonic systems [Invited]
Passive parity-time-symmetry-breaking transitions without exceptional points in dissipative photonic systems [Invited]
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摘要
未填写
DOI
54klxl2yjk/1869157
作者
YOGESH N. JOGLEKAR;REW K. HARTER
机构地区
不详
出处
《光子学研究:英文版》
2018年8期
关键词
奇偶时间
光学设置
技术创新
通讯技术
分类
[理学][物理]
出版日期
2018年08月18日(中国Betway体育网页登陆平台首次上网日期,不代表论文的发表时间)
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YERUISONG.
THE NUMERICAL COMPUTATION OF SYMMETRY-BREAKING TAKENS-BOGDANOV POINTS
.基础数学,1997-02.
2
叶瑞松.
A NEW APPROACH FOR THE COMPUTATION OF DOUBLE SYMMETRY-BREAKING TURNING POINTS
.基础数学,1998-01.
3
Zhiping Zhou;Bing Yin;Qingzhong Deng;Xinbai Li;Jishi Cui.
Lowering the energy consumption in silicon photonic devices and systems [Invited]
.物理,2015-05.
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STEFANO LONGHI;LIANG FENG.
Unidirectional lasing in semiconductor microring lasers at an exceptional point [Invited]
.物理,2017-06.
5
Qin LI;Qingling ZHANG;Jichun WANG.
Non-fragile observer-based passive control for descriptor systems with time-delay
.控制理论与控制工程,2009-03.
6
FU Yu-sun TIAN Zuo-hua SHI Song-jiao.
Dissipative Control of the State Delayed Systems
.系统科学,2001-02.
7
K.A.Williams;E.A.J.M.Bente;D.Heiss;Y.Jiao;K.?awniczuk;X.J.M.Leijtens;J.J.G.M.van derTol;M.K.Smit.
InP photonic circuits using generic integration [Invited]
.物理,2015-05.
8
Maria Jo Fisher.
Experience New York City without breaking the bank
.教育学,2016-12.
9
姚才;钱维宏.
INTERDECADAL TRANSITIONS AND TWO EXCEPTIONAL YEARS OF JUNE PRECIPITATION OVER SOUTH CHINA
.大气科学及气象学,2012-03.
10
叶瑞松;杨忠华;Arshad Mahmood.
EXTENDED SYSTEMS FOR MULTIPLE S-BREAKING TURNING POINTS IN Z2×Z2-SYMMETRIC NONLINEAR PROBLEMS
.基础数学,1995-02.
来源期刊
光子学研究:英文版
2018年8期
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相关关键词
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