1,728,609 research outputs found
Conférence de M. Andriej Moroz
Moroz Andriej. Conférence de M. Andriej Moroz. In: École pratique des hautes études, Section des sciences religieuses. Annuaire. Tome 112, 2003-2004. 2003. pp. 387-389
Conférence de M. Andriej Moroz
Moroz Andriej. Conférence de M. Andriej Moroz. In: École pratique des hautes études, Section des sciences religieuses. Annuaire. Tome 112, 2003-2004. 2003. pp. 387-389
For the anniversary of Z.I. Moroz, Professor
For the anniversary of Z.I. Moroz, Professor
Several remarks on "Comments” by A. Moroz
We make a couple of remarks on “Comments” due to A. Moroz
which were addressed to our recent letter (Europhys. Lett., 44 (1998) 403)
Vassili Ivanovich Moroz: An Appreciation
The 2005 LPSC special session, OMEGA At Mars, is dedicated to the work and memory of V. I. Moroz, in recognition of his pioneering studies in the characterization of planetary bodies with remotely sensed data, and his special interest in, and contributions to, the study of Mars
Self-exciting Faraday disk homopolar dynamos
In this paper we present an overview of recently published work on the Faraday disk self-exciting homopolar dynamos. We also extend the analysis of two such coupled self-exciting disk dynamos with linear series motors [Moroz et al., 1998a; Moroz et al., 1998b] to the situation where one or both dynamo subunits incorporate nonlinear motors. We examine the differences in some of the bifurcation transition sequences between the various cases and consider whether the nonlinear quenching of oscillatory solutions can occur [Hide, 1998]
Unstable periodic orbits in a four-dimensional Faraday disk dynamo
In this article, we return to a four-dimensional model for a self-exciting Faraday disk dynamo, originally investigated by Hide and Moroz [Hide, R. and Moroz, I.M., Effects due to induced azimuthal eddy currents in the self-exciting Faraday disk homopolar dynamo with a nonlinear series motor: I two special cases. Physica D 1999, 134, 387-301]. We extract unstable periodic orbits from long time series of chaotic trajectories by the method of close returns to a Poincaré section. We then employ recently developed topological tools to characterise the underlying chaotic attractor of the dynamo by identifying its branched manifold or template. © 2011 Taylor and Francis
Pavlo Antonovych Moroz – conspicuous scientist, organizer and mentor
Pavlo Antonovych Moroz — conspicuous scientist, organizer and mento
Some Collateral Motifs of Herdsmen's Otpusks ("Release" Charms) in Ritual and Mythological Context
Moroz Andrey. Some Collateral Motifs of Herdsmen's Otpusks ("Release" Charms) in Ritual and Mythological Context [Электронный ресурс] / Andrey Moroz// Oral charms in structural and comparative light = Заговорные тексты в структурном и сравнительном освещении : proceedings of the Conference of the Intern. society for folk narrative research (ISFNR), Committee of charms, charmes a. charming, 27-29th Okt. 2011, Moscow / Russian State Univ. for the Humanities, Marc Bloch Russian-French Center for hist. anthropology [etc.]. - M. : Probel-2000, 2011. - P. 75-83
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