Pages that link to "Item:Q1756316"

The following pages link to The generalized Liénard polynomial differential systems \(x^\prime = y\), \(y^\prime = - g(x) - f(x) y\) with \(\deg g = \deg f + 1\) are not Liouvillian integrable (Q1756316):

Displaying 6 items.

• Studies of the Petrov module for a family of generalized Liénard integrable systems (Q1617233) (← links)
• A characterization of the generalized Liénard polynomial differential systems having invariant algebraic curves (Q2113231) (← links)
• A note on: ``The generalized Liénard polynomial differential systems \(x' = y\), \(y' =-g(x) - f(x)y\), with \(\deg g =\deg f + 1\), are not Liouvillian integrable'' (Q2183085) (← links)
• Liouvillian integrability versus Darboux polynomials (Q2628047) (← links)
• Formal Weierstrass integrability for a Liénard differential system (Q2660475) (← links)
• Integrability and solvability of polynomial Liénard differential systems (Q6089555) (← links)