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_{1},f

_{2},...,f

_{n}. If you guys would like to correct me on nomenclature, I'd be glad to hear it.

Now that definitions are out of the way, I can begin to ask my questions. You don't have to answer all of them, though that would be great as well =).

1)Where can I find some good resources on methods to solve CDEs (websites, books, etc..)

2)How can I solve this system:

a

**x**''+b

**x**+c

**y**=d

e

**x**''+f

**y**''=g

Where a,b,c,d,e,f,g are constants and

**x**and

**y**is what were looking for. A general solution is ideal, but if that is impossible here is some initial conditions.

**x**(0)=0;

**x**'(0)=0

**y**(0)=0;

**y**'(0)=0

From what I understand, this could possibly be solved with Laplace Transform, however my math is a little lacking in that department so while your reading this question, I may be brushing up on the subject.

Anyways, thanks in advance people.