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Answer by Nasser for Nested Integrate
You can do it in one call, or split it into 2 calls to Integrate. I prefer to split it so it is more clear for me. So you can do the inner integral, take the result, then do the outer...
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I have the following equation$$F(x,y,t) = \int_{0}^{\infty}\int_{-\infty}^{\infty}K(u,t)\cos[\epsilon(x-u)]\exp\left(-\sqrt{\epsilon^2 +y}\right)\text{d}u \text{d}\epsilon$$How to express this function...
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