Pages that link to "Item:Q4375323"
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The following pages link to BIFURCATION ANALYSIS OF DOUBLE TAKENS–BOGDANOV POINTS OF NONLINEAR EQUATIONS WITH A Z<sub>2</sub>-SYMMETRY (Q4375323):
Displaying 8 items.
- Asymptotic analysis of perturbed Takens-Bogdanov points (Q1182668) (← links)
- Hopf bifurcation near a double singular point (Q1360173) (← links)
- T-points in a \(\mathbb Z_2\)-symmetric electronic oscillator. I: Analysis (Q1610745) (← links)
- Nondegeneracy of Hopf points emanating from a \(Z_ 2\)-symmetry-breaking Takens-Bogdanov point (Q1802406) (← links)
- Unfolding symmetric Bogdanov-Takens bifurcations for front dynamics in a reaction-diffusion system (Q2282807) (← links)
- DEGENERATE BIFURCATIONS WITH <b>Z</b><sub>2</sub>⊕<b>Z</b><sub>2</sub>-SYMMETRY (Q3579306) (← links)
- Constructive analysis of Takens-Bogdanov points with Z<sub>2</sub>-symmetry (Q4322443) (← links)
- THE CALCULATION OF THE HOPF/HOPF MODE INTERACTION POINT IN PROBLEMS WITH Z<sub>2</sub>-SYMMETRY (Q4736274) (← links)
