Author (Your Name)

Andreea Olea, Colby College

Date of Award

2007

Document Type

Honors Thesis (Colby Access Only)

Department

Colby College. Computer Science Dept.

Advisor(s)

John Augustine

Abstract

Graph Partitioning is a well-known NP hard problem that asks to separate a given graph into mutually disjoint subgraphs, given specific constraints. This problem has great applicability in designing systems where hardware/software partitioning becomes essential. Given a sequential program written in a procedural language, a compiler is required to split it into a combination of hardware and software implementations, and therefore needs an efficient partitioning tool to achieve this task. The goal is to keep the execution time at a minimum, while keeping the total hardware area within the physical constraints of the available resources. This project deals with the implementation of two heuristics that can perform the aforementioned task efficiently: the Kernighan-Lin algorithm and Simulated Annealing, and improves on each of them by combining them with a stochastic technique called WalkSAT.

Comments

Full-text download restricted to Colby College campus only.

Keywords

Computer algorithms, Graph theory -- Data processing, Stochastic systems, Simulated annealing (Mathematics)

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