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TOPOLOGICAL PRESSURE OF CONTINUOUS FLOWS WITHOUT FIXED POINTS
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 Title & Authors
TOPOLOGICAL PRESSURE OF CONTINUOUS FLOWS WITHOUT FIXED POINTS
LEE, KYUNG-BOK;
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 Abstract
The purpose of this paper is to correct erroneous proofs of theorems of He, Lu, Wang and Zheng [1] about the topological pressure of continuous flows without fixed points and to give proofs of some results which are stated in the literature without proofs and thereby to show that their theorems are still true.
 Keywords
topological pressure;separated set;strongly separated set;spanning set;weakly spanning set;tracing set;
 Language
English
 Cited by
 References
1.
L. H. He, Z. H. Lu, F. H. Wang and H. W. Zheng, Topological pressure of continuous flows without fixed points, Dynamical systems, Proceeding of the international conference in honor of professor Lio Shantao, Peking university, China, 9-12 August, 1998, 75-83

2.
N. P. Bhatia and G.P. Szego, Stability theory of dynamical systems, Springer- Verlag, New York, 1970

3.
R. Thomas, Topological entropy of fixed points free flows, Trans. Amer. Math. Soc. 319 (1990), 601-608 crossref(new window)