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To prove Theorem 5.20, part (i), show that the hypotheses imply that there exists a constant K > 0 such that In; - v,-| 5
To prove Theorem 5.20, part (i), show that the hypotheses imply that there exists a constant K > 0 such that In; - v,-| 5 Kluovol, foreach 15 i s N, whenever {ad}; and {Um-=1 satisfy the difference equation w,-+] = w; + h(t.~, w;, h)
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