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Kronecker delta simplification involving fractions?

POSTED BY: Vinicius Henning
2 Replies

Wrap your sum in Assuming[Element[l, Integers], expr], for example:

Assuming[
   Element[l, Integers],
   Sum[{A[l, l1, i, j, k, l]/B[j, j + 1, i, j]} KroneckerDelta[i, l], {i, 0, \[Infinity]}]
] //InputForm

(* {Piecewise[{{A[l, l1, l, j, k, l]/B[j, 1 + j, l, j], l >= 0}}, 0]} *)
POSTED BY: Carl Woll

That works! Thanks Carl! But it's funny, because I've used assuming already, but I added an extra info, that l >= 0, and for this case Mathematica just don't solve it. Do you know if is there anything else "behind the scenes", that I'm not seeing? I'm trying some stuffs here, but I'm not get a solution

Thanks again!

POSTED BY: Vinicius Henning
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