Consider the weighted interval scheduling problem, we have the following iterative solution (see 1.2.6 (and earlier sections if needed) of L6) to the problem: Assume we have n requests (1. n). For each request i, v(i) is the value of /. Recall we have defined function previous in class. www Line 1: for i from 0 to n, M[i]:= 0. Line 2: for i from 1 to n, M[i]:= max(v(i) + M[previous(i)], M[i-1]) She ser a) Write down precisely what is the intended meaning of the data structure M[...] b) Why do we do line 1? c) Explain the meaning of M[i]:=max(v(i) + M[previous()], M[i-1]) in Line 2.
Consider the weighted interval scheduling problem, we have the following iterative solution (see 1.2.6 (and earlier sections if needed) of L6) to the problem: Assume we have n requests (1. n). For each request i, v(i) is the value of /. Recall we have defined function previous in class. www Line 1: for i from 0 to n, M[i]:= 0. Line 2: for i from 1 to n, M[i]:= max(v(i) + M[previous(i)], M[i-1]) She ser a) Write down precisely what is the intended meaning of the data structure M[...] b) Why do we do line 1? c) Explain the meaning of M[i]:=max(v(i) + M[previous()], M[i-1]) in Line 2.
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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