How do we solve $\frac{d}{dx_t}[\int_0^T y(x_s) ds]$ where T>t and $y(x_t)$ is a function of $x_t$ and $x_t$ is a function of $t$
finding the derivative of an integral with respect to a time-varying variable
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calculus
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0I don't understand your notation. What does $\frac{d}{dx_t}$ mean? – 2012-07-25