Local Minima Of The Breather Energy As A Function Of Time For 002
Local minima of the breather energy as a function of time for λ ¼ 0.02 ...
Breather energy as a function of time for different values of the ...
Normalized energy as a function of time for the center of the breather ...
(Color online) The potential energy minima as a function of time for ...
Local breather energy (in logarithmic scale) as a function of site ...
Local breather energy (in logarithmic scale) as a function of site ...
Triangles represent the average energy of local minima umin as a ...
(Color online) The potential energy minima as a function of the number ...
Quasibreather energy as a function of its frequency ω for different ...
1: Quasi-breather energy as a function of its frequency ω for different ...
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Close-ups of local energy minima for the stated example problem ...
Amplitude of oscillation of the breather energy (around time t ¼ 50) as ...
Formation time of breathers as a function of the magnitude of the ...
Frequency of the breather solution as a function of its power is shown ...
The time evolution of the breather energy density E(n,) in the chain ...
Time evolution of a breather with an initial perturbation in the ...
Time evolution of a breather with an initial perturbation in the ...
Time evolution of a breather with an initial perturbation in the ...
Depiction of the local minima and global minimum in the energy ...
͑ Color online ͒ ͑ a ͒ Time evolution of the central breather particle ...
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Time evolution of a breather with initial perturbations in the ...
2: Visualisation of a non-convex loss function with three local minima ...
Time evolution of a breather with an initial perturbation in the ...
(color online) Time dependence of breather energy in the first (red ...
Time evolution of a breather with an initial perturbation in the ...
(color online) Time dependence of breather energy in the first (red ...
4. This shows the how the energy of a mechanical breather in a lattice ...
Evolution of the breather energy centre (X E ) for two different ...
1. Time evolution of a Hamiltonian breather for λ = 0.04, dimensionless ...
The time evolution of a line breather |A| of the nonlocal DSI equation ...
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The energy density of breather excitations for the chain of the length ...
Breather mobility in the double well chain. (a) Time evolution of the ...
(a): Average energy reduction ∆u(t) ≡ u(0) − u(t) of one breather in a ...
Local Energy Minima and Density of Energy Barriers in Dense Clusters of ...
Local Energy Minima and Density of Energy Barriers in Dense Clusters of ...
Local minima free energies as functions of parameter τ2=3PsE/(Kq04), in ...