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Self-gravitating scalar field with cubic nonlinearity
Ivanov G.
to the Einstein equations for which the geometry of space-time remains arbitrary. For a scalar field with cubic
SLOW STATIONARY WAVES IN A LONG TRANSMISSION-LINE WITH THE CUBIC NONLINEARITY
SUBKHASISH D.G., SOTIN V.E.
SLOW STATIONARY WAVES IN A LONG TRANSMISSION-LINE WITH THE CUBIC NONLINEARITY
Self-gravitating scalar field with cubic nonlinearity
Ivanov G.
to the Einstein equations for which the geometry of space-time remains arbitrary. For a scalar field with cubic
Internal breathers' loads on marine facilities
Rouvinskaya E., Kurkina O., Kurkin A., Lobovikov P.
been produced in our earlier studies, in this region the coefficient of cubic nonlinearity
Lyapunov Quantities for Andronov-Hopf Bifurcation Problem in Reaction-Diffusion Systems
Abushahmina, GR, Gusarova, NI, Yumagulov, MG
. The specifics of these formulas are indicated in the situation when the nonlinearity begins with cubic terms
Family of asymptotic solutions to the two-dimensional kinetic equation with a nonlocal cubic nonlinearity
Shapovalov, Alexander V., Kulagin, Anton E., Siniukov, Sergei A.
cubic nonlinearity in order to construct the family of its asymptotic solutions. The approach proposed
Disordered Nonlinear Metalens for Raman Spectral Nanoimaging
Kharintsev S.S., Kharitonov A.V., Gazizov A.R., Kazarian S.G.
with subwavelength resolution. In this paper, we suggest a proof-of-concept for far-field nonlinear metalens
Noncommutative reduction of nonlinear Schrödinger equation on Lie groups
Breev, Alexander I., Shapovalov, Alexander V., Gitman, Dmitri M.
Schrödinger equation on a Lie group in curved space with local cubic nonlinearity. General formalism
Entangled optical solitons in nonlinear Kerr dielectric
Rybakov Y.P., Kamalov T.F.
We consider optical ID envelope solitons in Kerr dielectric with cubic nonlinearity and use two
Experimental Investigation of Forced Gas Oscillations in a Cubic Resonator
Gubaidullin D.A., Zaripov R.G., Tkachenko L.A., Shaidullin L.R., Kabirov A.A.
© 2020 Published under licence by IOP Publishing Ltd. Nonlinear oscillations of a gas in a volume

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