The almost presumable maximality of some topological lemma

The almost presumable maximality of some topological lemma

Some splitting lemma of topological nature provides fundamental information when dealing with dynamics (see [1], pg.79). Because the set involved, namely X \ P^sub s^ , is neither open nor closed, a natural question arise: can this set be modified in order to obtain aditional data ? Unfortunately, t...

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Veröffentlicht in:Smarandache notions journal 2000-01, Vol.11 (1-3), p.192
Hauptverfasser: Munteanu, Florian, Mustafa, Octavian
Format: Artikel
Sprache:eng
Schlagworte:
Algebraic topology
Analysis
Infinite series (Mathematics)
Number theory
Symmetric functions
Topology
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Zusammenfassung:Some splitting lemma of topological nature provides fundamental information when dealing with dynamics (see [1], pg.79). Because the set involved, namely X \ P^sub s^ , is neither open nor closed, a natural question arise: can this set be modified in order to obtain aditional data ? Unfortunately, the answer is negative. [PUBLICATION ABSTRACT]
ISSN:1084-2810
2168-2445