Weak-Foci of High Order and Cyclicity

Author:

Liang Haihua,Torregrosa JoanORCID

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Discrete Mathematics and Combinatorics

Reference30 articles.

1. Andronov, A.A., Leontovich, E.A., Gordon, I.I., Maĭer, A.G.: Theory of Bifurcations of Dynamic Systems on a Plane. Halsted Press [A division of John Wiley & Sons], New York. (Israel Program for Scientific Translations, Jerusalem–London, 1973. Translated from the Russian)

2. Bai, J., Liu, Y.: A class of planar degree n (even number) polynomial systems with a fine focus of order $$n^2-n$$ n 2 - n . Chin. Sci. Bull. 12, 1063–1065 (1992)

3. Bautin, N.: On the number of limit cycles appearing with variation of the coefficients from an equilibrium state of the type of a focus or a center. Mat. Sb. 30, 181–196 (1952)

4. Bautin, N.: On the number of limit cycles appearing with variation of the coefficients from an equilibrium state of the type of a focus or a center. Am. Math. Soc. Transl. 100, 397–413 (1954)

5. Bondar, Y., Sadovskii, A.: On a Zoladek theorem. Differ. Equ. 44, 263–265 (2008)

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