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Annihilator Conditions on Polynomials II

✍ Scribed by Gary F. Birkenmeier; Feng-Kuo Huang

Book ID
106198227
Publisher
Springer Vienna
Year
2003
Tongue
English
Weight
159 KB
Volume
141
Category
Article
ISSN
0026-9255

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We study the isochronicity of centers at O ∈ R 2 for systems αΊ‹ = -y + A(x, y), ẏ = x + B(x, y), where A, B ∈ R[x, y], which can be reduced to the LiΓ©nard type equation. When deg(A) 4 and deg(B) 4, using the so-called C-algorithm we found 36 new multiparameter families of isochronous centers. For a