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##### CSE 8813 - Mississippi State Study Resources
• 18 Pages
###### Rittu_toc1

School: Mississippi State

Theorem 8.19 If algorithm Ahas absolute approximation ratio RA, then the shifting algorithm has absolute approximation (KRA+1)/(K+1) Proof. If N is the number of disks in some optimal solution. Since A yields RAapproximations, the number of disks ret

• 9 Pages
###### Presentation_Benjamin2

School: Mississippi State

No Guarantee Unless P equals NP Benjamin Daggolu Theorem 8.23 For each problem in NP, there is a polynomial-time map f from instances of to instances of Max3SAT and a fixed > 0 such that, for any instance x of , the following implications hold:

• 59 Pages
###### TOC-Jansen

School: Mississippi State

From Decision to Optimization and Enumeration 7.3.1 to 7.3.3 7.3.1 TURING REDUCTIONS AND SEARCH PROBLEMS In the Beginning When studying complexity theory we generally restrict our problems to decision problems. This is done to ease the study. We

• 20 Pages
###### Lalitha_presentation1

School: Mississippi State

- Lalitha Pragada. Proposition 8.1: Vertex Cover remains NP-Complete when limited to graphs of degree 5. Restriction to planar graphs. Proof of NP-Completeness: By reduction from one of the versions of 3SAT. Constructions from 3SAT: 1. A part( 1 fr

• 18 Pages
• ###### Sai_Divya_Enni_presentation1
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###### Sai_Divya_Enni_presentation1

School: Mississippi State

8.3.2 ConstantDistanceApproximations Sai DivyaEnni Westartwiththestrictestofperformanceguaranteesthat approximationremainswithinconstantdistanceofthe optimalsolution. Onthebasisofthisguaranteewecansaythatfindingoptimal solutioncanbecomeeasierthati

• 11 Pages
###### Lalitha_presentation2

School: Mississippi State

• 16 Pages