New Meromorphic Solutions of the Cubic Nonlinear Schr?dinger Equation by Using the Complex Method

Guoqiang Dang

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New Meromorphic Solutions of the Cubic Nonlinear Schr?dinger Equation by Using the Complex Method

机译：多立方非线性SCHR的新亚纯溶液使用复杂方法

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We show abundant simply periodic solutions, trigonometric solutions, hyperbolic function solutions and Weierstrass elliptic solutions of the reduction of the cubic nonlinear Schr?dinger equation by the complex method with Painlevé analysis, and some solutions appear to be new. At last, we give some computer simulations to illustrate our main results.

机译：我们展示了丰富的定期解决方案，三角解决方案，双曲函数解决方案和Weierstrass椭圆形椭圆型解，通过痛苦的方法进行了复杂的方法，似乎一些解决方案似乎是新的。最后，我们提供一些计算机模拟来说明我们的主要结果。

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《Turkish Journal of Analysis and Number Theory》 |2020年第4期|共5页
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Guoqiang Dang;
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Schr?dinger equationsexact solutionsWeierstrass elliptic function solutionscomplex method;

机译：SCHR？Dinger AquationSexact Solutionsweierstrass椭圆函数解决方法;

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New Meromorphic Solutions of the Cubic Nonlinear Schr?dinger Equation by Using the Complex Method

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