Application of Lipschitz viscosity solutions for higher-order partial differential equations containing the special Lagrangian operator

Key Points

• Lipschitz continuity enables understanding of viscosity solutions for various equations.
• The study introduces solutions for higher-order partial differential equations involving special Lagrangian.
• This work also addresses equations with both special Lagrangian and Laplacian operators.
• Findings support the application of these solutions in a broader context of differential equations.