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technique by incorporation fuzzy multicriteria decision making for
compactness measurement index. This research has identified
and defined the shape information sources that are applicable to
the redistricting technique. During the design stage, the shape
information sources like the multiple compactness
measurements were being modeled to meet the requirements
and specifications defined and studied. These information
sources have also been incorporated into the redistricting
technique. The success of definition, modeling, and
incorporation of the tertiary information also highlighted the
applicability of Multiple Criteria Decision Making approach and
Fuzzy Logic approach in redistricting technique. The research
has successfully designed and developed a redistricting
algorithm used to incorporate shape information into redistricting
technique. The procedures for knowledge acquisition,
preprocessing, analyzing the multiple criteria, and draws the
district plan to the user has been defined. The overall
performance of the prototype designed according to the
integrated algorithms was tested and proven with a very
significance improvement on the redistricting process from
different aspect of testing.
REFERENCES
[1] Altman, Micah (1997a); What are the Judicially Manageable
Standards for Redistricting? Evidence from History;
California Institute of Technology; Pasadena, California.
[2] Altman, Micah (1998); Redistricting Principles and
Democratic Representation; Ph.D. Thesis; California
Institute of Technology; Pasadena, California.
[3] Fuller Robert and Carlsson Christer (1996); Fuzzy Multi
Criteria Decision Making: Recent Developments; Fuzzy
Sets and Systems, 78; 139-153.
[4] Deng H.(1999); Multicriteria Analysis with Fuzzy Pairwise
Comparison; International Journal of Approximate
Reasoning 21(3): 215-231.
[5] Herrera, F. and Verdegay, J.L. (1995); Fuzzy Sets and
Operations Research Perspectives; Technical Report;
Department of Computer Science and Artificial Intelligent;
Granada, Spain.
[6] Skiena, Steven, 1997; The Algorithm Design Manual;
Department of Computer Science
State University of New York, Springer-Verlag, New York;
URL:http://evo.apm.tuwien.ac.at/AlqDesiqnManual/BOOK/
BOOK5.
[7] Zimmermann H.J. and Sebastian H.J. (1995); Intelligent
System Design Support by Fuzzy Multi-Criteria Decision
Making and/or Evolutionary Algorithms; Fuzzy Systems,
International Joint Conference of the Fourth IEEE
International Conference on Fuzzy Systems and The
Second International Fuzzy Engineering Symposium.,
Proceedings of 1995 IEEE International Conference , Vol
1; pg: 367 -374.
[8] Ravi, V. and Reddy, P.J. (1999); Ranking of Indian Coals
via Fuzzy Multi Attribute Decision Making; Fuzzy Sets and
Systems, 103; 369-377.
[9] Jacob Jen-Gwo Chen and Zesheng He (1997); Using
Analytic Hierarchy Process and Fuzzy Set Theory to Rate
and Rank the Disability, Fuzzy Sets and System, 88; 1-22.
[10] Pamela McCauley Bell and Heng Wang (1997); Fuzzy
Linear Regression Model for Assessing Risks for
Cumulative Trauma Disorders', Fuzzy Sets and Systems,
92; 317-340.
[11] Render, Barry & Ralph M.Stair (1995); Quantitative
Analysis for Management; International Edition; Prentice
Hall, London
BIOGRAPHY
YinChai WANG
1) Deputy Dean & Head of Imaging and Spatial Information
Systems Core Group, Faculty of Information Technology,
Universiti Malaysia Sarawak
Research field: Image Processing and Spatial Data
Handling, Automatic Digitizing of Maps and GIS, GIS for
Health Care, Artificial Intelligent, and Virtual GIS
Chin Wei BONG :
2) Postgraduate student, Faculty of Information Technology,
Universiti Malaysia Sarawak