Small amplitude periodic orbits in three-dimensional quadratic vector fields with a zero-hopf singularity

HIGHLIGHTS

• who: Isaac A. Garcu00eda from the (UNIVERSITY) have published the research: Small Amplitude Periodic Orbits in Three-Dimensional Quadratic Vector Fields with a Zero-Hopf Singularity, in the Journal: (JOURNAL)
• what: When the parameters of the family are restricted to certain explicitly computable open semi-algebraic sets the authors characterize those parameters that give rise to the appearance of local two-dimensional invariant manifolds through the Also the authors use a Bautin-type analysis to study the maximum number of small-amplitude u03bd-limit cycles that can be made to bifurcate from the equilibrium when . . .
  

   

  

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