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Q88Section II (Mathematics)88 of 190

Solving a convolution-type Volterra equation of the first kind via Laplace transforms

The solution of the Volterra integral equation of first kind f(t)=∫0tet−su(s) dsf(t)=\int_0^te^{t-s}u(s)\,ds, where f(t)f(t) is known function, is:

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