How to plot and solve the numerical solution of a integro-differential equation

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he
he el 11 de Mayo de 2013
Comentada: Freyja el 26 de Feb. de 2015
I have a integro-differential equation of the form
$y'(t) = - \int_0^t {y(t_1 )} f(t - t_1 )dt_1 . t \in [0,15], y(0) =
1$. The function f(t - t_1 ) depends (in a complex way) on t and t_1, here assuming f(t - t_1 )=\frac{1}{{(1 + t-t_1)^4 }}.
  1 comentario
Freyja
Freyja el 26 de Feb. de 2015
Hey there, did you ever solve this? I have a very similar project and would be interested in whether you managed to program it. Best regards, Freyja

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