Mohammad Shahadat Hossain
Department of Computer Science and Engineering, University of Chittagong, Bangladesh
Emran Hossain
Department of Computer Science and Engineering, University of Chittagong, Bangladesh
Saifuddin Khalid
Department of Learning and Philosophy, Aalborg University, Denmark
Mohammad A. Haque
Department of Architecture, Design and Media Technology, Aalborg University, Denmark
Download articlePublished in: Scandinavian Conference on Health Informatics; August 22; 2014; Grimstad; Norway
Linköping Electronic Conference Proceedings 102:12, p. 83-89
Published: 2014-08-20
ISBN: 978-91-7519-241-3
ISSN: 1650-3686 (print), 1650-3740 (online)
Asthma is a common chronic disease that affects millions of people around the world. The most common signs and symptoms of asthma are cough; breathlessness; wheeze; chest tightness and respiratory rate. They cannot be measured accurately since they consist of various types of uncertainty such as vagueness; imprecision; randomness; ignorance and incompleteness. Consequently; traditional disease diagnosis; which is performed by a physician; cannot deliver accurate results. Therefore; this paper presents the design; development and application of a decision support system for assessing asthma under conditions of uncertainty. The Belief Rule-Based Inference Methodology Using the Evidential Reasoning (RIMER) approach was adopted to develop this expert system; which is named the Belief Rule-Based Expert System (BRBES). The system can handle various types of uncertainty in knowledge representation and inference procedures. The knowledge base of this system was constructed by using real patient data and expert opinion. Practical case studies were used to validate the system. The system-generated results are more effective and reliable in terms of accuracy than the results generated by a manual system.
Belief Rule Base; Uncertainty; RIMER; Asthma; Suspicion; Decision Support System; Inference
[1] Jeffery PK. Remodeling in Asthma and Chronic Obstructive
Lung Disease. Am J Respir Crit Care Med
2001;164:S28–S38.
[2] Dold S; Wjst M; von Mutius E; Reitmeir P; Stiepel E.
Genetic risk for asthma; allergic rhinitis; and atopic
dermatitis. Arch Dis Child 1992;67:1018–22.
[3] Rahman S; Hossain MS. A Belief Rule Based System
Prototype for Asthma Suspicion; Khulna; Bangladesh:
2013.
[4] Mathew J; Semenova Y; Farrell G. A miniature optical
breathing sensor. Biomed Opt Express 2012;3:3325.
[5] Zolnoori M; Zarandi MHF; Moin M; Teimorian S.
Fuzzy Rule-Based Expert System for Assessment Severity
of Asthma. J Med Syst 2012;36:1707–17.
[6] Redier H; Daures JP; Michel C; Proudhon H; Vervloet
D; Charpin D; et al. Assessment of the severity of asthma
by an expert system. Description and evaluation.
Am J Respir Crit Care Med 1995;151:345–52.
[7] Mishra N; Singh D; Bandil MK; Sharma P. Decision
Support System for Asthma (DSSA). Int J Inf Comput
Technol 2013;3:549–54.
[8] Angulo C; Cabestany J; Rodríguez P; Batlle M; González
A; de Campos S. Fuzzy expert system for the detection of episodes of poor water quality through continuous
measurement. Expert Syst Appl 2012;39:1011–20.
[9] Liu TI; Singonahalli JH; Iyer NR. Detection of Roller
Bearing Defects Using Expert System and Fuzzy Logic.
Mech Syst Signal Process 1996;10:595–614.
[10] Russell SJ; Norvig P; Davis E. Artificial intelligence: a
modern approach. Upper Saddle River; NJ: Prentice
Hall; 2010.
[11] Jian-Bo Yang; Jun Liu; Jin Wang; How-Sing Sii; Hong-Wei Wang. Belief rule-base inference methodology using
the evidential reasoning Approach-RIMER. IEEE
Trans Syst Man Cybern - Part Syst Hum 2006;36:266–85.
[12] Kong GL; Zu DL; Yang JB. An evidence-adaptive belief
rule-based clinical decision support system for clinical
risk assessment in emergency care; Bonn; Germany:
2009.
[13] Jian-Bo Yang; Pratyush Sen. A general multi-level
evaluation process for hybrid MADM with uncertainty.
IEEE Trans Syst Man Cybern 1994;24:1458–73.
[14] Wang Y-M; Yang J-B; Xu D-L. Environmental impact
assessment using the evidential reasoning approach. Eur
J Oper Res 2006;174:1885–913.
[15] Jian-Bo Yang; Jun Liu; Jin Wang; Guo-Ping Liu; Hong-Wei Wang. An optimal learning method for constructing
belief rule bases. vol. 1; IEEE; 2004; p. 994–9.
[16] Body R. Clinical decision rules to enable exclusion of
acute coronary syndromes in the emergency department.
Doctoral Thesis. Manchester Metropolitan University;
2009.
[17] Skalska H; Freylich V. Web-bootstrap estimate of area
under ROC curve. Aust J Stat 2006;35:325–30.
[18] Metz CE. Basic principles of ROC analysis. Semin Nucl
Med 1978;8:283–98.
[19] Hanley JA. The Robustness of the “Binormal” Assumptions
Used in Fitting ROC Curves. Med Decis Making
1988;8:197–203.