Solved: To prove Theorem 5.20, part (i), show that the hypotheses imply that a constant
Chapter 5, Problem 5.10.1(choose chapter or problem)
To prove Theorem 5.20, part (i), show that the hypotheses imply that a constant K > 0 exists such that |ui vi| K|u0 v0|, for each 1 i N, whenever {ui}N i=1 and {vi}N i=1 satisfy the difference equation wi+1 = wi + h(ti, wi, h).
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