25 papers
This study demonstrates that introducing competitive cyclic loops within active Potts models allows for the control of spatially coexisting states and pattern formation—ranging from simultaneous spiral waves to stochastic switching and homogeneous cycling—by tuning flip energies and the specific network topology of the state transitions.
This study investigates the formation and inelastic interactions of solitons in the non-integrable Ostrovsky equation with anomalous dispersion, revealing that these waves can organize into regular or irregular trains and that, in closed systems, a dominant "soliton-champion" emerges by annihilating smaller solitons while exhibiting a recurrence phenomenon distinct from the Korteweg-de Vries equation.
This paper investigates kink-anti-kink scattering in piece-wise quadratic-linear "Frankensteinian" potentials, proposing an interpretation of these models as free massive theories with threshold-driven pair production and demonstrating a phase-transition-like shift from wave disintegration to oscillon formation based on field thresholds and initial velocities.
This paper identifies exact magnetic monopole solutions in spontaneously broken gauge theories within the BPS limit that possess a new internal degree of freedom, which modulates the monopole's energy density profile while preserving its total mass.
This paper employs a gradient-expansion formalism to identify a previously overlooked region of stable backreaction in axion inflation and characterizes the nonlinear dynamics of the unstable regime, revealing a supercritical Hopf bifurcation and burst-like oscillations that lead to a refined criterion for the onset of instability.