Pages that link to "Item:Q1425472"

The following pages link to A Maillet type theorem for first order singular nonlinear partial differential equations (Q1425472):

Displaying 10 items.

• Gevrey regularity of the solutions of the inhomogeneous partial differential equations with a polynomial semilinearity (Q2050215) (← links)
• On the summability of the solutions of the inhomogeneous heat equation with a power-law nonlinearity and variable coefficients (Q2227603) (← links)
• Singular nonlinear partial differential equations (Q2785519) (← links)
• Maillet type theorem for singular first order nonlinear partial differential equations of totally characteristic type. Part II (Q2943725) (← links)
• Gevrey index theorem for the inhomogeneous n-dimensional heat equation with a power-law nonlinearity and variable coefficients (Q3382923) (← links)
• Structure of Formal Solutions of Nonlinear First Order Singular Partial Differential Equations in Complex Domain (Q3432820) (← links)
• Convergence or Divergence of Formal Solutions of First Order Singular Nonlinear Ordinary Differential Equations in Complex Domain (Q3565024) (← links)
• Gevrey regularity of the solutions of inhomogeneous nonlinear partial differential equations (Q5877548) (← links)
• Formal Gevrey solutions: in analytic germs -- for higher order holomorphic PDEs (Q6041806) (← links)
• Gevrey regularity of the solutions of some inhomogeneous semilinear partial differential equations with variable coefficients (Q6103785) (← links)