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Title of Journal: Acta Math Sinica

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Abbravation: Acta Mathematica Sinica

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Springer-Verlag

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10.1007/978-3-540-24746-3_23

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1439-7617

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Lie Symmetries of Quasihomogeneous Polynomial Plan

Authors: Javier Chavarriga Isaac A García
Publish Date: 2004/12/28
Volume: 21, Issue: 1, Pages: 185-192
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Abstract

In this work we study Lie symmetries of planar quasihomogeneous polynomial vector fields from different points of view showing its integrability Additionally we show that certain perturbations of such vector fields which generalize the so–called degenerate infinity vector fields are also integrable

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  2. Applications of k –covers
  3. The bipolar quantum drift-diffusion model
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  19. Lipschitz algebras and peripherally-multiplicative maps
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