As it is known, there are many nonlinear physical phenomena in the areas of science and engineering that can be described by nonlinear evolution equations (NLEEs). Accordingly, searching for analytical and numerical solutions of NLEEs are of great importance and play a crucial role in obtaining useful information about the nonlinear physical phenomena.

Although a variety of efficient methods have been utilized to obtain analytical and numerical solutions of nonlinear evolution equations, there is still an urgent need to carry out more studies about analytical and numerical solutions of NLEEs.

The main purpose of this Special Issue is to report the latest studies on nonlinear evolution equations and their analytical and numerical solutions. Original research and review articles are welcome.

Potential topics include but are not limited to the following:

• Soliton solutions of NLEEs
• Periodic solutions of NLEEs
• Multiple-soliton solutions of NLEEs
• Lump solutions of NLEEs
• Interaction solutions of NLEEs
• Lie symmetry analysis of NLEEs
• Approximate solutions of NLEEs
• Conservation laws of NLEEs
• Stability analysis of NLEEs
• Numerical solutions of NLEEs