Campos de Vetores Polinomiais Planares: Análise ... - Unesp
Campos de Vetores Polinomiais Planares: Análise ... - Unesp
Campos de Vetores Polinomiais Planares: Análise ... - Unesp
You also want an ePaper? Increase the reach of your titles
YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.
[Ne] Neumann, D. Classification of continuous flows on 2-manifolds. Proceedings of the<br />
American Mathematical Society, v. 48, p. 338-366, 1975.<br />
[N/S] Nemytskii, V.V.; Stepanov, V.V. Qualitative Theory of Differential Equations.<br />
Princeton: Princeton University Press, 1960.<br />
[P] Poincaré, H. Mémorie sour les courbes définies par une equation <strong>de</strong>fférentielle.<br />
J.Mathématiques, v. 7, p. 375-422, 1881.<br />
[Pa] Palis, J.; Melo, W. Introdução aos sistemas dinâmicos. Rio <strong>de</strong> Janeiro: IMPA, 1977.<br />
(Projeto Eucli<strong>de</strong>s)<br />
[Pe] Perko,<br />
L. Differential equations and dynamical systems, 3th edition. New York:<br />
Springer-Verlag New York, 2001.<br />
[Pel] Pelletier, M. Contribution a l’étu<strong>de</strong> <strong>de</strong> quelques singularités <strong>de</strong> systemes non lineaires.<br />
1994, 104 f. Tese (PhD), Université <strong>de</strong> Bourgogne, Bourgogne, 1994.<br />
[R] Rudin, W. Principles of mathematical analysis. New York: McGraw Hill, 1964.<br />
[S1] Sotomayor, J. Curvas <strong>de</strong>finiadas por equações diferencias no plano. Rio <strong>de</strong> Janeiro:<br />
IMPA, 1981. (13 o Colóquio Brasileiro <strong>de</strong> Matemática)<br />
[S2] Sotomayor, J. Lições <strong>de</strong> equações diferencias ordinárias. Rio <strong>de</strong> Janeiro: IMPA, 1979.<br />
(Projeto Eucli<strong>de</strong>s)<br />
[To] Torregrosa, J. Punts singular i òrbites periodiques per a camps vectorials. 1998, 196<br />
f. Tese (PhD), Universitat Autònoma <strong>de</strong> Barcelona, Barcelona, 1998.<br />
116