High-accuracy power series solutions with arbitrarily large radius of convergence for the fractional nonlinear Schrödinger-type equations

Mathematics

• Power Series Solution 100%
• Radius of convergence 92%
• High Accuracy 77%
• Fractional 53%
• Nonlinear Diffusion Equation 36%
• Fractional Diffusion Equation 34%
• Fractional Differential Equation 27%
• Nonlinear Differential Equations 26%
• Nonlinear Equations 24%
• Physical Modeling 22%
• Nonlinear Effects 19%
• Jacobi Elliptic Function 18%
• Power Series Expansion 18%
• Mathematical Modeling 14%
• Solitons 14%
• Power Law 14%
• Fractional Derivative 14%
• Power series 14%
• Simplify 13%
• Tail 13%
• Divergence 13%
• High-dimensional 12%
• Nonlinearity 10%
• Series 9%
• Generalization 7%

Physics & Astronomy

• power series 87%
• nonlinear equations 70%
• differential equations 60%
• cnoidal waves 57%
• elliptic functions 47%
• radii 45%
• series expansion 39%
• divergence 33%
• solitary waves 30%
• nonlinearity 28%

Engineering & Materials Science

• Nonlinear equations 80%
• Differential equations 66%
• Solitons 52%
• Derivatives 30%