Re: [math-fun] An alternative math model for COVID
From: Henry Baker <hbaker1@pipeline.com> Date: 12/1/20, 12:21 PM
Hi, Henry, what does your model look like mathematically if not a differential equation? One reason I ask is that the classic predator-prey model is a differential equation (modulo the granularity of population numbers). --Steve
Hi Steve: I hadn't recalled the 'official' name of the 'standard' infection model, but someone else pointed it out: 'SIR'. I suppose one could develop a differential equation for my 'chase' model, but the equations would be relatively trivial. At 08:02 PM 12/3/2020, Steve Witham wrote:
From: Henry Baker <hbaker1@pipeline.com> Date: 12/1/20, 12:21 PM
Hi, Henry, what does your model look like mathematically if not a differential equation? One reason I ask is that the classic predator-prey model is a differential equation (modulo the granularity of population numbers).
--Steve
participants (2)
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Henry Baker -
Steve Witham