Pages that link to "Item:Q630228"

The following pages link to Limit cycles of quadratic systems with a perturbed weak focus of order 3 and a saddle equilibrium at infinity (Q630228):

Displaying 9 items.

• Study of non-existence of limit cycle around a weak focus of order two or three for quadratic systems (Q809445) (← links)
• Limit cycles and bifurcation curves for the quadratic differential system (III)\(_{m=0}\) having three anti-saddles (II) (Q1364963) (← links)
• Visualization of four normal size limit cycles in two-dimensional polynomial quadratic system (Q1936723) (← links)
• Visualization of four limit cycles of two-dimensional quadratic systems in the parameter space (Q2251816) (← links)
• Hidden oscillations in dynamical systems. 16 Hilbert's problem, Aizerman's and Kalman's conjectures, hidden attractors in Chua's circuits (Q2259058) (← links)
• Analytical-Numerical Methods for Hidden Attractors’ Localization: The 16th Hilbert Problem, Aizerman and Kalman Conjectures, and Chua Circuits (Q2838330) (← links)
• (Q4514357) (← links)
• Analytical-Numerical Localization of Hidden Attractor in Electrical Chua’s Circuit (Q5245442) (← links)
• Existence of Perpetual Points in Nonlinear Dynamical Systems and Its Applications (Q5246685) (← links)