This paper secures bright, singular and combo optical solitons in magneto–optic waveguides with quadratic–cubic nonlinearity. Subsequently, the multiplier approach reveals three conserved quantities that are computed with the aid of the bright soliton solutions recovered from traveling wave hypothesis.

中文翻译：

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具有非线性折射率的二次立方定律的磁光波导中的孤子和守恒律的图

本文利用具有二次立方非线性的磁光波导来确保明亮的，奇异的和组合的光学孤子。随后，乘数法揭示了三个守恒量，这些守恒量是借助从行波假设中恢复的明亮孤子解来计算的。