Abstract: We propose a method of controlling the formation in a multiagent system using partial differential equations (PDEs). In this method, the behavior of the entire multiagent system is modeled ...
Holiday shopping has changed a lot over the years. In the past, people would actually go to stores in search of gifts – walking around the mall or scanning the shelves at whatever brick-and-mortar ...
Abstract: Simulation and control of many dynamic systems involve solving partial differential equations (PDE). This letter proposes a semi-analytical solution (SAS) approach for fast and high-quality ...
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