Question: Question 4. Let ym denote a continuous function which is a distributional solution of ym (t) + ym(t) - Um(t) = hm(t) tek and we

Question 4. Let ym denote a continuous function
Question 4. Let ym denote a continuous function which is a distributional solution of ym (t) + ym(t) - Um(t) = hm(t) tek and we suppose ym, hm > h, y uniformly on each (-R, R) for 0

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