4. Consider a problem 7 defined as; T: Given a set of n positive integers A = {a1, a2, · ·· , an}, is there a partition of A = A1 U A2 Sueh that | Σ.EA) α - Σ.ελ α| < 2 Prove that problem 7 is NP-complete.

Elements Of Modern Algebra
8th Edition
ISBN:9781285463230
Author:Gilbert, Linda, Jimmie
Publisher:Gilbert, Linda, Jimmie
Chapter1: Fundamentals
Section1.4: Binary Operations
Problem 9E: 9. The definition of an even integer was stated in Section 1.2. Prove or disprove that the set of...
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4. Consider a problem 7 defined as;
T: Given a set of n positive integers A = {a1, a2, · . , an}, is there a partition of A = A1 U A2
Sueh that | Σ.EA, Ο - Σ.ελ. α| < 2
Prove that problem a is NP-complete.
Transcribed Image Text:4. Consider a problem 7 defined as; T: Given a set of n positive integers A = {a1, a2, · . , an}, is there a partition of A = A1 U A2 Sueh that | Σ.EA, Ο - Σ.ελ. α| < 2 Prove that problem a is NP-complete.
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