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Global Inflation Dynamics: regularities forecasts
Коротаев А. В.
Global Inflation Dynamics: regularities forecasts
Structure of regions of regular motion in the phase space of channeled electrons
Syshchenko, V. V., Tarnovsky, A. I., Isupov, A. Yu., Solovyev, I. I.
be regular and chaotic (depending on the initial conditions). The contribution of regions of regular
On the effect of quantum tunneling on the energy spectrum of the transverse motion of channeled positrons in a silicon crystal
Syshchenko, V. V., Tarnovsky, A. I., Dronik, V. I., Isupov, A. Yu.
, in which regions of regular motion are separated in the phase space by a region of dynamic chaos
Splitting of the transverse-motion energy levels of positrons during channeling in the [100] direction of a silicon crystal
Syshchenko, V. V., Tarnovsky, A. I., Dronik, V. I., Isupov, A. Yu.
The motion of charged particles in the crystal can be both regular and chaotic. Within the quantum
Splitting of the transverse-motion energy levels of positrons during channeling in the [100] direction of a silicon crystal
Syshchenko, V. V., Tarnovsky, A. I., Dronik, V. I., Isupov, A. Yu.
The motion of charged particles in the crystal can be both regular and chaotic. Within the quantum
Existence of local solutions in constrained dynamic systems
Arutyunov A.V., Zhukovskiy S.E.
of its 2-regularity in the control variable is considered. For the case when the function is not smooth
Bipolar affective disorder: constitutional-biological, clinical-dynamic and clinical-prognostic regularities
Zrazhevskaya I., Israelyan A.
Bipolar affective disorder: constitutional-biological, clinical-dynamic and clinical
Rapid cycling bipolar disorder: constitutional-biological, clinical-dynamic and clinical-prognostic regularities
Zrazhevskaya I., Israelyan A., Berezkin A., Korovyakov A.
Rapid cycling bipolar disorder: constitutional-biological, clinical-dynamic and clinical
Regularities of the dynamics of floodplain landscapes
Khromykh, Valery
Regularities of the dynamics of floodplain landscapes
Solution to the stationary problem of glacier dynamics
Bogovskii M.E., Mantello L., Yashima-Fujita H.
A stationary problem of the non-Newtonian fluid dynamics is applied to the modeling of an alpine

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