Thursday, August 27. 2009Research is funTrackbacks
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I haven't worked it out mathematically, but my instinct has always been that when you arrive at the bus stop, you immediately should figure out the chances of a bus arriving in time for you to save time as compared to walking. If they look good, you should wait until a bus comes; if not, you should walk. It's never a good idea to wait a few minutes and then start walking, I don't think that ever gives you a better chance of getting there faster than just making a decision straight away.
btw, there's an interesting factor to throw in to complicate things: how much distance there is between stops on the route, and hence what chance you have - if you start walking, but a bus then comes along - of being close enough to a bus stop that comes later on the route to be able to hop on the bus.
I figured the same. But I wanted to start with the simpler things first
Given that there are two "extreme" cases (time saving==0 one always walks immediately, time saving>=bus period one always waits) I wondered whether there is some "transition" region. But I think you are right - you should either start walking immediately or wait forever.
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