The Uniform Isochronous Centers with Homogeneous Nonlinearities of Degree 6
In this paper we study the topological phase portraits of polynomial differential systems with a uniform isochronous center, whose nonlinear parts are homogeneous polynomials of degree 6. We obtain all the distinct topological phase portraits in the Poincaré disc. For each phase portrait, we give a precise system to realize it.
Dong, Guangfeng, Llibre, Jaume
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The isochronous center on center manifolds for three dimensional differential systems
In this paper, we give a direct method to study the isochronous centers on center manifolds of three dimensional polynomial differential systems. Firstly, the isochronous constants of the three dimensional system are defined and its recursive formulas are given.
Huang, Wen Tao +2 more
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Generalizing Matrix Representations to Fully Heterochronous Ranked Tree Shapes. [PDF]
Jennings-Shaffer C +3 more
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Deconstruction and reconstruction of degrading effects in ultrasound imaging: aberration, multiple reverberation, and trailing reverberation. [PDF]
Soulioti DE +4 more
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The Ontogeny of Vocal Rhythms in a Non-Human Primate. [PDF]
Laffi L +11 more
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Interindividual differences in auditory processing moderate the effect of auditory-motor coupling on paired-associate learning. [PDF]
Schmidt-Kassow M +3 more
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Study on the mechanical characteristics of the stress relaxation in the carbonate rock after high-temperature acidification. [PDF]
Yang J +6 more
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Computational modeling of rhythmic expectations: Perspectives, pitfalls, and prospects. [PDF]
Damsma A +8 more
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Temporal Probability-Guided Shifts in Temporal Preparation Away from the Beat Under a Distracting Rhythm in Aging. [PDF]
Xu Z +5 more
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Temporal codes and recurrent timing nets for rhythmic expectancy. [PDF]
Cariani P, Baker JM.
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