(1) Palls, J. and S. Smale, Structural Stability theorems, Global Analysis, Proc.Sympos. Pure Math., Vol. 14, Amer. Math. Soc., Providence, R. I., (1970) , 223-231.
(2) Robbin, J., A structural stability theorem, Ann. of Math., 94(1971) , 447-493.
(3) Robinson, C., Structural stability of diffeomorphisms, J. Diff. Equations, 22(1976) , 28-73.
(4) Liao Shan-tao, On the stability conjecture, Chinese Annals of Math., 1(1980) ,9-29.
(5) Mãné, R., An ergodic closing lemma, Annals of Math., 116 (1982) , 503-540.
(6) Sannami, A., The stability theorems for discrete dynamical systems on two-dimensional manifolds, Nagoya Math, J. 90(1983) (Announcement and Summary:Proc. Japan Acad. Set. A Math. Sci. 57(1981) , 403-407.
(7) Abraham, R. and J. Robbin. Transversal mappings and flows, Benjamin, New York, 1967.
(8) Liao Shan-tao, Obstruction sets and strong transversality, Acta Math.Sinica, 19(1976) , 203-209. (in Chinese).
(9) Liao Shan-tao, Obstruction sets (Ⅰ), Acta Math. Sinica, 23(1980) , 411-453. (in Chinese).
(10) Liao Shan-tao, Obstruction sets (Ⅱ), Acta Scientiarum Naturalium Universitatis Pekinensis, 1981, No. 2, 1-36. (in Chinese).
(11) Liao Shao-tao, A basic property of a certain class of differential systems, Acta Math. Sinica, 22(1979) , 316-343. (in Chinese).
(12) Liao Shao-tao, An existence theorem for periodic orbits, Acta Scientiarum Naturalium Universitatis Pekinensis,1979, No. 1, 1-20. (in Chinese).
(13) Robinson, C., Structural stability for flows, Lecture Notes, 468, Warwick (1974) , Springer-Verlag.
(14) Peixoto, M., Structural stability on two dimensional manifolds, Topology, 1(1962) , 101-120. |
Email Alert
RSS