Bhalchandra P.U.1*, More U.L.2, Rawangaonkar R.R.3, Tammewar P.R.4, Kulkarni P.P.5
1School of Computational Sciences, Swami Ramanand Teerth Marathwada University, Nanded, 431606, MS, India
2School of Computational Sciences, Swami Ramanand Teerth Marathwada University, Nanded, 431606, MS, India
3School of Computational Sciences, Swami Ramanand Teerth Marathwada University, Nanded, 431606, MS, India
4School of Computational Sciences, Swami Ramanand Teerth Marathwada University, Nanded, 431606, MS, India
5School of Computational Sciences, Swami Ramanand Teerth Marathwada University, Nanded, 431606, MS, India
* Corresponding Author : pub1976@rediffmail.com
Received : - Accepted : - Published : 15-06-2010
Volume : 2 Issue : 1 Pages : 40 - 45
Int J Mach Intell 2.1 (2010):40-45
DOI : http://dx.doi.org/10.9735/0975-2927.2.1.40-45
Keywords : Complexity Theory, P, NP completeness
Conflict of Interest : None declared
Computer Science is largely concerned about a single question - how long does it take to execute a given algorithm? But computer scientists don’t give the answer in minutes or milliseconds; they give it relative to the number of elements the algorithm has to manipulate resulting into formation of computational complexity theory. For entry level students in Data Structures and Analysis of Algorithms, understanding this theory is quite hard as literature review seen so far is dedicated to classifying problems by how hard they are. We have attempted for rigorous analysis of literature review and discovered different types of problems. A division of problem space is suggested in order to put these concepts in simple and conceptually understandable format.
[1] Michael Goodrich (2001) Algorithm Design:
Foundations, Analysis, and Internet
Examples. Wiley, ISBN-10:
0471383651
» CrossRef » Google Scholar » PubMed » DOAJ » CAS » Scopus
[2] Karam P.A. (2001) Stephen Cook Advances
Knowledge of NP-Complete Problems,
Assisting Computer Scientists: An entry
from Gale's Science and Its Times,
Gale
» CrossRef » Google Scholar » PubMed » DOAJ » CAS » Scopus
[3] Garey M.R. and Johnson D.S. Computers
and Intractability: A Guide to the Theory
of NP-Completeness. W.H. Freeman,
1979, ISBN-10: 0716710455.
» CrossRef » Google Scholar » PubMed » DOAJ » CAS » Scopus
[4] MichaelT.Goodrich (2002) Algorithm
Design, Foundations, Analysis &
Internet Examples 2002 publication.
John Wiley & Sons, ASIN: B0028IEHY2
» CrossRef » Google Scholar » PubMed » DOAJ » CAS » Scopus
[5] Teofilo F. Gonzalez (2007) NPCompleteness:
Theory and Applications.
University of California, Santa Barbara
» CrossRef » Google Scholar » PubMed » DOAJ » CAS » Scopus
[6] Frank Hoffmann, David J. Hand, Niall
Adams, Douglas Fisher, Gabriela
Guimaraes (2001) Advances in
Intelligent Data Analysis: 4th
International Conference, IDA 2001,
Cascais, Portugal, Springer, ISBN-10:
3540425810
» CrossRef » Google Scholar » PubMed » DOAJ » CAS » Scopus