The current paper obtains soliton solutions to the governing nonlinear Schrödinger's equation that is considered with Kudryashov's arbitrary form of refractive index along with two forms of nonlocal nonlinear forms of nonlinearity. A complete spectrum of soliton solutions has been recovered. This is accomplished by the aid of modified Kudryashov's method together with an addendum to it. The existence criteria for such solitons are also enumerated.

中文翻译：

---

具有 Kudryashov 任意形式的折射率和广义非局部非线性的光孤子

当前论文获得了控制非线性薛定谔方程的孤子解，该方程被考虑为 Kudryashov 的任意形式的折射率以及两种形式的非局部非线性非线性形式。已经恢复了完整的孤子解决方案。这是通过改进的 Kudryashov 方法及其附录来完成的。还列举了这种孤子的存在标准。