Approximate traveling waves in linear-reaction hyperbolic systems
讲座名称：
Approximate traveling waves in linear-reaction hyperbolic systems
讲座时间：
2014-06-16
讲座人：
胡钡
形式：
校区：
兴庆校区
实践学分：
讲座内容：
美国University of Notre Dame 应用计算数学统计系胡钡（Bei Hu）教授，应邀于6月9日-- 6月19日来我校访问，为师生做学术报告。
讲座二:
时 间: 6月16日（星期一），10:30-11:30am
地 点: 理科楼202
题 目：Approximate traveling waves in linear-reaction hyperbolic systems
摘 要：In a model of transport of neurofilaments along an axon of a neuron, these proteins are created near the nucleus of the cell, and are transported by motor proteins “walking” on microtubules that lie along the entire length of the axon; the neurofilaments are moving back and forth, depending on the type of motor to which they are attached, but sometimes they are at rest. The system is modeled by hyperbolic equations. Under the assumption that the at least one of the velocities are distinct from the rest, we show that the limit equation is a diffusion equation.
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