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Ha. we have enough trouble doing vectors that just deal with *two* coordinates.
that mess is big and scary.
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4
Give me a cookie
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What math is that from? BJ likes math.
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Systems of linear differential equations with driving terms. I've kinda given up on people here trying to figure it out anyways, and I checked partially with MATLAB and Maple and ODE Architect, so whatever.
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Systems of DEs have a lot of applications in engineering systems and control theory. Often, when designing a system, be it anything from an actuator that controls spoiler movement in aircraft to microsurgery robots (nanomachines and molecular engineering are seriously ALL controls), it is wise to start with an ideal mathematical model that you want to fulfill with physical elements.
A lot of computer basics rest on DEs as well, and approximating them with finite state machines. While the above problem concerns continuous states (such as x' and x), FSMs discretize the process, and essentially act as a registry for values that are passing through a processor.
Another application I know of that I'm not involved in is species survival and ecological modeling. I had to do a little bit of it, but I don't know the details of how it works as well as other things.
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