A Mean-field forest-fire model

Arch. and Paul, T.: On the mean-field and classical limits of quantum mechanics. W.: Emergence of phase-locked states for the Kuramoto model in a large coupling regime. W.: On

Under suitable assumptions, if the system at time t = 0 is chaotic (that is to say the particles are independent), this chaos propa- gates as the number of particles goes to

In this study it results from a symmetry breaking coupled with orientation dependent attractive interactions, whereas in the LE to LC transition, the effect of

regular array of parallel alternately normal and superconducting laminae may have an energy less than that of the whole superconducting sample if a magnetic field is applied.

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We construct in this paper a dynamic general equilibrium model which displays the central features of the IS-LM model, and notably an income multiplier greater than one, so

The existence and uniqueness of the proposed discrete velocity model solution has been demonstrated thanks

The stable fixed point of the orientation equation of a scalar gradient – referred to as the equilibrium direction – is in general different from the compressional direction and is