Journal
MATHEMATICS
Volume 8, Issue 4, Pages -Publisher
MDPI
DOI: 10.3390/math8040523
Keywords
opinion dynamics; asymmetric interactions; kinetic equations; integro-differential equations; generalized inviscid Burgers equation
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Funding
- National Science Centre, Poland [2017/25/B/ST1/00051]
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We consider a general nonlinear kinetic type equation that can describe the time evolution of a variable related to an economical state of an individual agent of the system. We assume asymmetric interactions between the agents. We show that in a corresponding limit, it is asymptotically equivalent to a nonlinear inviscid Burgers type equation.
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