This article is cited in 8 papers

Phase topology of Appelrot class I of Kowalewski top in a magnetic field

D. B. Zot'ev

Volgograd State Technical University

Abstract: We consider an integrable case generalizing the Appelrot class I of Kowalewski top in a magnetic field. Its phase topology is investigated by means of Fomenko–Zieschang invariants. The offered method of approach to the calculation of marks completes Bolsinov's method in the situation when it is not usable.

UDC: 513.83+513.38

 English version: Journal of Mathematical Sciences (New York), 2008, 149:1, 922–946

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