Moment estimates and well-posedness of the binary-ternary Boltzmann equation
Ioakeim Ampatzoglou,
Irene Gamba,
Natasa Pavlović
et al.
Abstract:In this paper, we show global well-posedness as well as the generation and propagation of polynomial and exponential moments for the binary-ternary Boltzmann equation with integrable angular kernel. We show that the homogeneous binary-ternary equation behaves like the better of the two - the purely binary or purely ternary equation - in the sense that it exhibits the generation of moments corresponding to the part of the kernel with the highest potential rate. An important consequence of this is establishing, … Show more
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