Life at low Reynold’s number
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Description
In this lecture, Prof. Jeff Gore asks, and answers, questions like how do bacteria find food? How do they know which direction to swim, and how do they swim? All of these questions relate to the low Reynold's number regime in which bacteria live.
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This lecture by Prof. Jeff Gore covers models and experiments of predator-prey interactions and oscillations. He begins with the Lokta-Volterra model, which has been called both "bad" (mathematically speaking) and "profoundly important."
Published 07/17/15
Published 07/17/15
In this lecture, Prof. Jeff Gore finishes the discussion of the Lotka-Volterra competition model. He then moves on to the topic of non-transitive interactions, what he calls rock-paper-scissor interactions.
Published 07/17/15
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