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Analytical Solution of Direct and Inverse Problems in the Internal Gravity Waves Studies by the Doppler Frequency Shift MethodAn analytical solution of direct and inverse problems arising in the study of the internal gravity
Existence of bistable waves for a nonlocal and nonmonotone reaction-diffusion equation the reaction term is not quasi-monotone. For this equation, the existence of travelling waves is proved
Traveling waves for a bistable reaction-diffusion equation with delay response. We prove the existence of traveling waves in the bistable case using the Leray–Schauder method
Speed of wave propagation for a nonlocal reaction–diffusion equation of traveling waves is determined by means of a minimax representation. It is used to obtain the wave speed
Осесимметричные волновые пакеты в цилиндрической оболочке, лежащей на неоднородном вязкоупругом основанииBy using the asymptotic approach the solution of the Timoschenko-like equations governing the wave
Behavior-induced phase transitions with far from equilibrium patterning in a SIS epidemic model: Global vs non-local feedback Homogeneous Equilibria; (ii) Nucleation/Invasion Phenomena; (iii) Onset of Standard and Generalized Traveling
On Almost Periodic Viscosity Solutions to Hamilton-Jacobi Equations solution to a traveling wave.
Manifestation of seismic activity in variations of the EM field and basic ionospheric characteristics ahead the seismic wave front, and its amplitude exponentially decreases with propagation
EXISTENCE OF PULSES FOR MONOTONE REACTION-DIFFUSION SYSTEMS exist if and only if the speed of the travelling wave described by the same system is positive
Пространственная задача о волнах на свободной поверхности двухфазной смеси amplitude parameter, the solution is obtained in the form of damped traveling waves. The phase velocity
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