Emergent Behavior of a Cucker-Smale Type Particle Model With Nonlinear Velocity Couplings

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Sparse stabilization and optimal control of the Cucker-Smale model (2013, unknown): “For multi-agent systems of the form (2) sufficient conditions for consensus emergence are a particular case of the main result in [30] and are given in the following proposition.”
Extension of the Cucker-Smale Control Law to Space Flight Formations (2009, unknown): “3 6:7 10 10 10 [0–300] 35.”
Stochastic Mean-Field Limit: Non-Lipschitz Forces & Swarming (2010, methodology): “This has the effect of changing the equilibration rate towards flocking, see [11, 21] for details.”
A General Collision-Avoiding Flocking Framework (2011, background): “Our main result, Theorem 1 below, thus extends the results in both [3] and [8].”
Flocking of multi‐agent dynamical systems with intermittent nonlinear velocity measurements (2012, background): “Motivated by this, the problem of ﬂocking control in multi-agent systems with nonlinear measurements of relative velocity between each agent and its neighbors was investigated in [19, 20].”