ON THE NUMBER OF NONTRIVIAL RATIONAL SOLUTIONS FOR ABEL EQUATIONS

Author:

Qian Xinjie, ,Yang Jiazhong,

Publisher

Wilmington Scientific Publisher, LLC

Subject

General Mathematics

Reference20 articles.

1. D. Behloul and S. Cheng, Computation of all polynomial solutions of a class of nonlinear differential equations, Computing, 2006, 77, 163-177.

2. M. Bhargava and H. Kaufman, Existence of polynomial solutions of a class of Riccati-type differential equations, Collect. Math., 1965, 17, 135-143.

3. M. Bhargava and H. Kaufman, Some properties of polynomial solutions of a class of Riccati-type differential equations, Collect. Math., 1966, 18, 3-6.

4. M. Briskin, J. P. Francoise and Y. Yomdin, Center conditions. Compositions of polynomials and moments on algebraic curves, Ergodic Theory Dynam. Systems, 1999, 19, 1201-1220.

5. M. Briskin, J. P. Francoise and Y. Yomdin, Center conditions. II. Parametric and model center problem, Israel J. Math., 2000, 118, 61-82.

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