City University of Hong Kong / Business University / College of Mathematics / /
IndustryTerm
asymmetry solutions / asymmetric solutions / 2D systems / symmetric solutions / good approximate solution / symmetric solution / complexfrequency solutions / nonlinear systems / asymmetric and symmetric solutions / symmetric and asymmetric solutions / linear media / minimal computing effort / all-optical digital signal-processing / complicated systems / asymmetric solution / photonic crystal devices / found solutions / /
Organization
Scientific Research Foundation of Chongqing Technology / National Natural Science Foundation of China / Chongqing Municipal Education Commission / Optical Society of America OCIS / Department of Mathematics / Statistics / Chongqing Technology and Business University / Chongqing / City University of Hong Kong / Chongqing Technology and Business University / Society for Industrial and Applied Mathematics / College of Mathematics and Statistics / /
Person
A. Reoksabutr / J. H. Law / D. J. Frantzeskakis / V. A. Brazhnyi / B. A. Malomed / T. Mayteevarunyoo / Ya Yan / /
Bilateral symmetry breaking in nonlinear circular cylinders Lijun Yuan1 and Ya Yan Lu2,∗ 1 College of Mathematics and Statistics, Chongqing Technology and Business University,