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Convergence rate in limit theorems for weakly dependent random values

© 2014, Pleiades Publishing, Ltd. A new condition for a weak dependence of random variables

Pseudoclassical description of relativistic particles interacting with electromagnetic fields and weakly interacting with matter fields

Gitman, Dmitri M., Ivanov, D. A., De Souza, A. F.

with electromagnetic fields and weakly interacting with matter fields, we derive a path integral representation

Weak Convergence of the Horizon of a Random Field of Cones in an Expanding Strip

Носко В. П.

Weak Convergence of the Horizon of a Random Field of Cones in an Expanding Strip

Convergence rate in limit theorems for weakly dependent random values

© 2014, Pleiades Publishing, Ltd. A new condition for a weak dependence of random variables

Photon echo locking via inhomogeneous broadening controlled by a weak pulsed magnetic field and optical storage

Khristoforova D., Kalachev A., Shegeda A.

Two-pulse photon echo in LiLuF 4:Er 3+ crystal subjected to a weak pulsed magnetic field

ОТО в "Полной" форме

Карбановский Валерий Викторович, Белоушко Константин Евгеньевич, Мелёхина Ольга Витальевна, Каиров Таймураз Владимирович, Акиньшина Софья Владимировна, Родина Полина Вячеславовна

A formulation of GR in "full" form and are considered some of its apps.

Photon echo locking via inhomogeneous broadening controlled by a weak pulsed magnetic field and optical storage

Khristoforova D., Kalachev A., Shegeda A.

Two-pulse photon echo in LiLuF 4:Er 3+ crystal subjected to a weak pulsed magnetic field

Drift theory of charged-particle motion for a strong electric field in a weakly relativistic approximation

Kornilovich S.P., Milant'ev V.P.

with the effects of a high-frequency field. The cases of weak and strong electric fields are distinguished [2

Kinetic equation for a weakly relativistic plasma in the external electromagnetic field

Milantiev V.P., Pasechnick L.P.

The BBGKY-hierarchy and the analog of kinetic Vlasov equation for a weakly relativistic plasma

Weak convergence of random polygonal lines to a Gaussian process

We obtain a limit theorem of convergence in distribution for random polygonal lines defined by sums

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