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Venkatesan, P.
- Correlated Frailty Model: an Advantageous Approach for Covariate Analysis of Tuberculosis Data
Abstract Views :513 |
PDF Views:91
Authors
Affiliations
1 Tuberculosis Research Centre (ICMR), Chennai-600 031, IN
1 Tuberculosis Research Centre (ICMR), Chennai-600 031, IN
Source
Indian Journal of Science and Technology, Vol 3, No 2 (2010), Pagination: 151-155Abstract
The demonstration of varying treatment effects among different subjects of patients is an important part of the analysis of clinical trials. But issues of censoring, truncation and inclusion criteria complicate the analysis of clinical trial data. Recent advances in proportional hazard methodologies provide regression diagnostics, improved point and interval estimates of the parameters of survival functions, handling of time dependent covariates in the analysis. This paper discusses the interactions between treatment and patient in the presence of censoring and to account heterogeneity using frailty model. The application of the frailty model with respect to pulmonary tuberculosis data are presented and discussed.Keywords
Tuberculosis, Cox Proportional Hazard Model, Time-dependent Covariates, Gamma Shared Frailty ModelReferences
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- Klein JP and Moeschberger ML (1997) Survival Analysis Techniques for Censored and truncated data, Springer-Verlag: NY.
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- Rahgozar M, Faghihzadeh S, Rouchi GB and Peng Y (2008) The power of testing a semi-parametric shared gamma frailty parameter in failure time data. Stat. Med. 27, 4328-4339.
- Tuberculosis Research Centre, ICMR, Chennai, India (2004) Split-drug regimens for the treatment of patients with sputum smear-positive pulmonary tuberculosis- a unique approach. Trop. Med. Int. Health. 9, 551-58.
- Vaupel JW, Manton K and Stallard E (1979) The impact of heterogeneity in individual frailty on the dynamics of mortality. Demography. 16, 439–454.
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- Modeling the Spatial Variogram of Tuberculosis for Chennai Ward in India
Abstract Views :475 |
PDF Views:124
Authors
Affiliations
1 Tuberculosis Research Centre, ICMR, Chennai – 600 031, IN
1 Tuberculosis Research Centre, ICMR, Chennai – 600 031, IN
Source
Indian Journal of Science and Technology, Vol 3, No 2 (2010), Pagination: 167-169Abstract
In this paper, we have used statistical measures and spatial deviational ellipse to determine the spatial pattern of tuberculosis within a Chennai ward population to gain insight into the disease spread. Variogram is used to describe the spatial dependence of tuberculosis in Chennai wards and it is compared with theoretical variogram model of spherical, Gaussian and exponential fitted to tuberculosis data. Arc View GIS 9.2 and SAS software were used for spatial analysis of tuberculosis spread. Data were obtained from District Hospital records for Chennai wards. The results of the spatial pattern revealed that the spread of tuberculosis in Chennai wards have been diverse, with many wards having a low rate of infection and the epidemic being most extreme in slum areas. Variogram increases with distance at small distances and then level off which implies spatial dependence exists between small distance of tuberculosis cases. Spherical model fits data better. Spatial analysis is proved to be more useful for studying spread of tuberculosis analysis and modeling of disease analysis.Keywords
Bayesian, Disease Mapping, Variogram, Spatial Correlation And Deviational EllipseReferences
- Cressie N and Hawkins DM (1980) Robust estimation of the variogram. J. Internet. Assoc. Math. Geol. 12, 115-125
- Garcıa Soidan P (2003) Local linear regression estimation of the variogram. Statist. Probab. Lett. 64, 169-179.
- Garcıa Soidan P (2004) Nonparametric kernel estimation of an isotropic semi variogram. J. Statist. Plann. Inference. 121, 65-92.
- Genton M (1998) Highly robust variogram estimation. Math. Geol. 30, 213-221.
- Isaaks EM and Srivastava RM (1989), In Introduction to Applied Geostatistics, Oxford University, NY.
- Maglione DS and Diblasi AM (2004) Exploring a valid model for the variogram of an intrinsic spatial process. Stoch. Envir. Res. Risk Ass. 18, 366-376.
- Menezes R, Garcia Soidán P and Febrero Bande M (2005), A comparison of approaches for valid variogram achievement. J. Comput. Stat. 20, 623 -640.
- Venkatesan P and Srinivasan R(2008), Applied Bayesian statistical Analysis. Proceeding of NSABSA 2008, 51-56
- Survival Models for Exploring Tuberculosis Clinical Trial Data - An Empirical Comparison
Abstract Views :442 |
PDF Views:112
Authors
Affiliations
1 Tuberculosis Research Centre (ICMR), Chennai-600 031, IN
1 Tuberculosis Research Centre (ICMR), Chennai-600 031, IN
Source
Indian Journal of Science and Technology, Vol 3, No 7 (2010), Pagination: 755-758Abstract
The proportional hazard (PH) model and its extension are used comprehensively to assess the effect of an intervention in the presence of covariates. The assumptions of PH model may not hold where the effect of the intervention is to accelerate the onset of an event. The accelerated failure time (AFT) model is the alternative when the PH assumption does not hold. The aim of this paper is to formulate a model that yields biological plausible and interpretable estimates of the effect of important covariates on survival time. The data consists of 1236 tuberculosis patients admitted in randomized controlled clinical trial. A total of six covariates are considered for modeling. The AFT model gives better prediction than the Cox PH model.Keywords
Accelerated Failure Time Model, Proportional Hazards Model, Time Dependent Covariate, TuberculosisReferences
- Andersen PK (1991) Survival analysis 1982-1991: The second decade of the proportional hazards regression model. Stat. Med. 10, 1931-1941.
- Cox DR (1972) Regression model and life tables (with discussion). J. Royal Stat. Soc. (B), 34, 187–220.
- Fleming TR and Lin DY (2000) Survival analysis in clinical trials: Past developments and future directions. Biometrics. 56, 971-983.
- Hernan MA, Cole SR, Margolick J, Cohen M and Robins JM (2005) Structural accelerated failure time models for survival analysis in studies with timevarying treatments. Pharmacoepidemiol. Drug safety. 14, 477–491.
- Huang J, Ma S and Xie H (2007) Least absolute deviations estimation for the accelerated failure time model. Statistica Sinica. 17, 1533-1548.
- Jin Z, Lin DY and Ying Z (2006) On least-squares regression with censored data. Biometrika. 93,147- 161.
- Jin Z, Lin DY, Wei LJ and Ying ZL (2003) Rank-based inference for the accelerated failure time model. Biometrika. 90, 341-353.
- Kalbfleisch JD and Prentice RL (1980) The statistical analysis of failure time data, John Wiley & Sons, NY.
- Kay R and Kinnersley N (2002) On the use of the accelerated failure time model as an alternative to the proportional hazards model in the treatment of time to event data: A case study in influenza. Drug Inform. J. 36, 571–579.
- Kleinbaum DG (1996) Survival analysis: A selflearning text. Springer-Verlag, NY.
- Lee ET (1992) Statistical methods for survival data analysis, 2nd edn., John Wiley, NY.
- Orbe J, Ferreira E and Nunez-Anton V (2002) Comparing proportional hazards and accelerated failure time models for survival analysis. Stat. Med. 21, 3493-3510.
- Patel K, Kay R and Rowell L (2006) Comparing proportional hazards and accelerated failure time models: an application in influenza. Pharm. Stat. 5, 213-224.
- Peng L and Huang Y (2008) Survival analysis with quantile regression models. J. Amer. Stat. Assoc. 103, 637-649.
- Robins JM and Tsiatis AA (1992) Semiparametric estimation of an accelerated failure time model with time dependent covariates. Biometrika. 79(2), 311- 319.
- TRC (Tuberculosis Research Centre, ICMR, Chennai, India) (2004) Split-drug regimens for the treatment of patients with sputum smear-positive pulmonary tuberculosis-a unique approach. Tropical Med. Int. Health. 9, 551-558.
- A Comparative Study of Principal Component Regression and Partial least Squares Regression with Application to FTIR Diabetes Data
Abstract Views :851 |
PDF Views:165
Authors
Affiliations
1 Department of Statistics, Tuberculosis Research Centre, ICMR, Chennai-600 031, IN
2 P. G. Department of Mathematics, Pachaiyappa’s College, Chennai-600 030, IN
3 P. G. Department of Physics, Pachaiyappa’s College, Chennai-600 030
1 Department of Statistics, Tuberculosis Research Centre, ICMR, Chennai-600 031, IN
2 P. G. Department of Mathematics, Pachaiyappa’s College, Chennai-600 030, IN
3 P. G. Department of Physics, Pachaiyappa’s College, Chennai-600 030
Source
Indian Journal of Science and Technology, Vol 4, No 7 (2011), Pagination: 740-746Abstract
In recent years, Fourier Transform Infrared (FT-IR) spectroscopy has had an increasingly important role in the field of pathology and diagnosis of disease states. The principal component regression (PCR) and the partial least squares regression (PLS) are the often proposed methods and widely used in FTIR data analysis, when the number of explanatory variable is relatively large in comparison to the samples as the least squares estimator may fail in such situations. They provide biased estimators with the relatively smaller variation than the variance of the least squares estimators. In this paper, a FTIR diabetes dataset is used in order to examine the performance of the two biased regression models on prediction. The conclusion is that for prediction PCR and PLS provides similar results which require substantial verification for any claims as to the superiority of any of the two biased regression methods.Keywords
Fourier Transform Infrared, Principal Component Regression, Partial least Square, Diabetes DataReferences
- Arnold MA and Small GW (1990) Determination of physiological levels of glucose in an aqueous matrix with digitally filtered Fourier Transform Near-Infrared Spectra. Anal. Chem. 62, 1457-1464.
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- HIV/AIDS Projection in Tamilnadu Using Back Calculation Method
Abstract Views :451 |
PDF Views:124
Authors
Affiliations
1 Department of Statistics, National Institute for Research in Tuberculosis, ICMR, Chennai – 600031, IN
2 Department of Mathematics, Sir Theagaraya College, Chennai – 600 021, IN
3 Department of Statistics, Dr. Ambedkar Government Arts College, Chennai - 600 039, IN
1 Department of Statistics, National Institute for Research in Tuberculosis, ICMR, Chennai – 600031, IN
2 Department of Mathematics, Sir Theagaraya College, Chennai – 600 021, IN
3 Department of Statistics, Dr. Ambedkar Government Arts College, Chennai - 600 039, IN
Source
Indian Journal of Science and Technology, Vol 5, No 8 (2012), Pagination: 3157-3162Abstract
The current prevalence of HIV infection and the corresponding pattern of incidence from the beginning of the epidemic to the present time are mainly estimated by means of back-calculation method. This back-calculation method reconstructs the past pattern of HIV infection and predicts the future number of AIDS cases with the present infection status. The basic data required for back-calculation methodology is the number of AIDS cases over a period of time. TANSACS publishes the reported number of AIDS cases in Tamil Nadu. In this paper, the various approaches for modeling the incubation distribution are compared using real data under various infection density distributions. The projected minimum and maximum AIDS cases in Tamil Nadu, a southern state of India, based on the reported data are 3702712 and 6936047 respectively. These estimates are based on the unadjusted AIDS incidence data. The purpose of this paper is to review the contribution of back-calculation method to our understanding of the AIDS and to summarize and interpret the epidemiological findings.Keywords
HIV/AIDS,Incubation Period, Estimation, Infection Distributions, Back CalculationReferences
- Anbupalam T, Ravanan R and Venkatesan P (2002) Backcalculation of HIV/AIDS in Tamilnadu: In Biostatistical aspects of Health and Epidemiology (Edition: Pandey, Pradeep Mishra and Uttam Singh), Department of Biostatistics. Sanjay Gandhi Postgraduate Instit. Medic. Res., Lucknow, India. pp: 232-243.
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- Treatment Response Classification in Randomized Clinical Trials: A Decision Tree Approach
Abstract Views :457 |
PDF Views:152
Authors
Affiliations
1 Department of Statistics, National Institute for Research in Tuberculosis, (ICMR), Chennai-600 031, IN
1 Department of Statistics, National Institute for Research in Tuberculosis, (ICMR), Chennai-600 031, IN
Source
Indian Journal of Science and Technology, Vol 6, No 1 (2013), Pagination: 3912-3917Abstract
Decision Trees are a subfield of machine learning technique within the larger field of artificial intelligence. It is a supervised learning technique for classification and prediction. The decision trees are widely used for outcome prediction under various treatments for disease cure, prevention, toxicity and relapse. The aim of the paper is to compare the decision tree algorithms in classifying tuberculosis patient's response under randomized clinical trial condition. Classification of patient's responses to treatment is based on bacteriological and radiological methods. Three decision tree approaches namely C4.5, Classification and regression trees (CART), and Iterative dichotomizer 3 (ID3) methods were used for the classification of response. The result shows that C4.5 decision tree algorithm performs better than CART and ID3 methods.Keywords
Decision Tree, Data Mining, Cart. C4.5, ID3References
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- Gerald LB, Tang S, Bruce F, Redden D, Kimerling ME, Brook N, Dunlap N, BaileyWC (2002) A Decision Tree for Tuberculosis Contact Investigation. American Journal of Respiratory and Critical Care Medicine166: 1122-1127
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- Jawahar MS (2004) Current trends in chemotherapy of tuberculosis. Indian Journal ofMedical Research 120: 398- 417
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- Mello FCQ, Bastos LGV, Soares SLM, Rezende VM, Conde MB, Chaisson R E,Kritski AL, Netto AR, Werneck GL (2006) Predicting smear negative pulmonary tuberculosis with classification trees and logistic regression: a crosssectional study.BMC Public Health6(43): 1-8
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- Exponentiated Exponential Models for Survival Data
Abstract Views :603 |
PDF Views:74
Authors
P. Venkatesan
1,
N. Sundaram
2
Affiliations
1 Department of Statistics, Tuberculosis Research Centre, ICMR, Chennai-600 031, Tamilnadu, IN
2 Department of Statistics, Dr.Ambedkar Government Arts College (Autonomous), Vyasarpadi, Chennai-600 039, Tamilnadu, IN
1 Department of Statistics, Tuberculosis Research Centre, ICMR, Chennai-600 031, Tamilnadu, IN
2 Department of Statistics, Dr.Ambedkar Government Arts College (Autonomous), Vyasarpadi, Chennai-600 039, Tamilnadu, IN
Source
Indian Journal of Science and Technology, Vol 4, No 8 (2011), Pagination: 923-930Abstract
The Exponentiated Exponential (EE) model serves as an alternative to Exponential, Weibull and Gamma models. It is observed that EE model has been used in the analysis of complete life time data. In this paper an attempt has been made to study the modeling of censored survival data and the results are compared with other models. Log Likelihood ratio statistic and Cox-Snell residuals are used for the comparisons. The EE model performs better than Exponential and Weibull models. We also fitted Log-logistic model and compared with other models based on Baysian information criterion (BIC) and an information criterion (AIC). The Log-logistic model also performs better than the above models in situations when the censoring is at low level.Keywords
EE Model, Hazard Function, Life Time Data, Survival Function, Weibull ModelReferences
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- Gupta RD and Kundu D (2001) Exponentiated exponential family an alternative to gamma and Weibull. Biometrical J. 43, 117 - 130.
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- Clustering of Disease Data Base using Self Organizing Maps and Logical Inferences
Abstract Views :610 |
PDF Views:340
Authors
P. Venkatesan
1,
M. Mullai
2
Affiliations
1 Department of Statistics, NIRT(ICMR), Chennai, IN
2 Department of Mathematics, Ethiraj College For Women, Chennai, IN
1 Department of Statistics, NIRT(ICMR), Chennai, IN
2 Department of Mathematics, Ethiraj College For Women, Chennai, IN
Source
Indian Journal of Automation and Artificial Intelligence, Vol 1, No 1 (2013), Pagination: 2-6Abstract
Disease classification requires an expertise in handling the uncertainty. ANNs emerge as a powerful tool in this regard. ANNs have featured in a wide range of applications with promising results in biomedical sciences. The self-organized maps (SOM) use unsupervised learning to produce low dimensional discretized representation of the input space. SOMs are different from other neural networks in the sense that they use neighborhood function to preserve the topological properties of the input space. This paper compares Kohanen's SOM network with other clustering method. The SOM gives faster and accurate results in clustering the data. The results were presented and compared.Keywords
Medical Diagnosis, Artificial Intelligence (AI), Neural Network, Self Organizing Map(SOM), Best Matching Unit(BMU),Tuberculosis (TB)References
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- Spath H (1980) Cluster Analysis Algorithms,Chichester, UK, 1980
- Ultsch A &Siemon H. P(1989) Exploratory Data Analysis: Using Kohonen Networks on Transputers, Research Report No. 329, University of Dortmund, 1989
- Victor Alves, Paulo Novais, Luis Nelas, Moreira Maia & Victor Ribeiro (2003) Case based reasoning versus artificial neural networks in medical diagnosis. Proceedings of IASTED International Conference Artificial Intelligence and Applications. pp: 1-5
- Rough Set Theory Approach for Attribute Reduction
Abstract Views :589 |
PDF Views:379
Authors
Affiliations
1 Department of Mathematics, Meenakshi College for Women, Chennai-24, IN
2 Department of Statistics, National Institute for Research in Tuberculosis, ICMR, Chennai-31, IN
1 Department of Mathematics, Meenakshi College for Women, Chennai-24, IN
2 Department of Statistics, National Institute for Research in Tuberculosis, ICMR, Chennai-31, IN
Source
Indian Journal of Automation and Artificial Intelligence, Vol 1, No 3 (2013), Pagination: 70-80Abstract
Knowledge Discovery from databases is practically important in many fields , including the field of medicine. Many methods are being developed for knowledge discovery and due to the availability of enormous amount of data, extraction of knowledge from database has become a challenging task. Researchers have proved methods, among which Rough Set Theory is an effective tool for knowledge discovery. In this paper, Rough Set Theory and its basic ideas are reviewed and applied to identify symptoms for diagnosing diabetes. This study also presents methods for extension to high dimensional data.in the medical domain.Keywords
Knowledge Discovery, Rough Set Theory, Discernibility Matrix, Reduct, Rule ExtractionReferences
- Düntsch, I., & Gediga, G. (2000) Rough set data analysis--A road to non-invasive knowledge discovery.
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- Jensen, R., & Shen, Q. (2004) Semantics-preserving dimensionality reduction: rough and fuzzy-rough-based approaches. Knowledge and Data Engineering, IEEE Transactions on, 16(12), 1457-1471.
- Kalyani, P., & Karnan, M. (2011) A new implementation of attribute reduction using quick relative reduct algorithm. International Journal of Internet Computing, 1(1), 99-102.
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- Pawlak, Z. (2002) Rough set theory and its applications. Journal of telecommunications and information technology, 3(2), 7-10.
- Polkowski, L. (2002) Rough sets: Mathematical foundations (Vol. 15) Springer.
- Rissino, S., & Lambert-Torres, G. (2009) Rough Set Theory–Fundamental Concepts, Principals, Data Extraction, and Applications. Data Mining and Knowledge Discovery in Real Life Applications, J. Ponce and A. Karahoca (Eds.), InTech Publishers.
- Sakr, A., & Mosa, D. I. A. N. A. (2010) Dealing medical data with fundamentals of new artificial intelligence. International Journal of Engineering Science and Technology, 2(9), 4406-4417.
- Shen, Q., & Jensen, R. (2007). Rough sets, their extensions and applications, International Journal of Automation and Computing, 4(3), 217-228.
- Skowron, A., & Rauszer, C. (1992) The discernibility matrices and functions in information systems. In Intelligent Decision Support (pp. 331-362) Springer Netherlands.
- Sreevani, Y. V., & Rao, T. V. N. (2010). Identification and Evaluation of Functional Dependency Analysis using Rough sets for Knowledge Discovery. International Journal. of Advanced Computer Science and Applications.
- Suraj, Z. (2004) An Introduction to Rough Set Theory and Its Applications. ICENCO, Cairo, Egypt.
- Xu, Y., Cao, Y., & Yang, S. (2011). Research on Care of Postoperative Patient based on Rough Sets Theory. International Journal of Computer Applications,31(10).
- Yang, Y., & Chiam, T. C. (2000) Rule discovery based on rough set theory. In Information Fusion, 2000. FUSION 2000. Proceedings of the Third International Conference on (Vol. 1, pp. TUC4-11). IEEE.
- Socio-economic Correlation with Extent of Adoption of Indigenous Tribal Agricultural Practices
Abstract Views :186 |
PDF Views:0
Authors
Affiliations
1 Depar tment of Agricultural Extension, Krishi Vigyan Kendra, Gandhigram Rural Institute, Gandhigram, Dindigul (T.N.), IN
1 Depar tment of Agricultural Extension, Krishi Vigyan Kendra, Gandhigram Rural Institute, Gandhigram, Dindigul (T.N.), IN
Source
Agriculture Update, Vol 8, No 1 & 2 (2013), Pagination: 110-114Abstract
No abstractKeywords
Socio Economic Characteristics, Extent Of Adoption, Indigenous Tribal Agricultural Practices- Tuberculosis Disease Classification Using Genetic-neuro Expert System
Abstract Views :310 |
PDF Views:0
Authors
Affiliations
1 Department of Mathematics, Meenakshi College for Women, Chennai–600 024, IN
2 National Institutes for Research in Tuberculosis, ICMR, Chennai-600 031, IN
1 Department of Mathematics, Meenakshi College for Women, Chennai–600 024, IN
2 National Institutes for Research in Tuberculosis, ICMR, Chennai-600 031, IN
Source
Indian Journal of Science and Technology, Vol 7, No 4 (2014), Pagination: 421-425Abstract
This study investigates the application of the hybrid technique Genetic-Neuro approach for Tuberculosis disease classification. Evolutionary algorithms are proved to be the efficient methods for optimization problems and their primary component namely Genetic Algorithm is used to select the significant features for Disease Classification. Artificial Neural Network is used for classification and the training is done by methods like Levenberg Marquardt algorithm. The construction process of the system is illustrated by using tuberculosis disease data. The results reveal that the hybrid technique Genetic-Neural system outperforms the conventional technique Artificial Neural Network for disease classification.Keywords
Feature Selection, Genetic Algorithm, Neural Network, Tuberculosis- Functional Response of Tenagogonus fluviorum (Fabricius) in its Predation of Culex quinquefasciatus Say Larvae of Varied Density and Size
Abstract Views :222 |
PDF Views:101
Authors
S. Arivoli
1,
P. Venkatesan
1
Affiliations
1 Aquatic Entomology and Biocontrol Research Laboratory Post Graduate and Research Department of Advanced Zoology & Biotechnology, Loyola College, Chennai, 600 034, IN
1 Aquatic Entomology and Biocontrol Research Laboratory Post Graduate and Research Department of Advanced Zoology & Biotechnology, Loyola College, Chennai, 600 034, IN
Source
Journal of Biological Control, Vol 20, No 1 (2006), Pagination: 19-24Abstract
Male and female Tenagogottus fluviorum (Fabricius) were exposed to different size classes (I, II, III, IV and pupa) and different densities (25, 50, 75, 100, 125) of Culex quinquefasciatus larvae as prey. Predatory efficiency of the female bug is higher than that of male. However, both the sexes of the predator prefer large sized prey. The size in predatory performance of the bug is directly proportional to the increase in prey density. Attack rate and handling time as two statistical constants were derived from the prey death rate caused by the predator and their significance is discussed.Keywords
Culex quinquefasciatus, Functional Response, Predation, Tenagogonus fluviarum.- TB Disease Diagnosis Using Fuzzy Max-Min Composition Technique
Abstract Views :168 |
PDF Views:2
Authors
Affiliations
1 Department of Statistics, National Institute for Research in Tuberculosis, (ICMR), Chennai-31, IN
2 Department of Statistics, Presidency College, Chennai-5, IN
1 Department of Statistics, National Institute for Research in Tuberculosis, (ICMR), Chennai-31, IN
2 Department of Statistics, Presidency College, Chennai-5, IN
Source
Fuzzy Systems, Vol 6, No 1 (2014), Pagination:Abstract
The paper attempts to model a classification problem to examine the Sanchez’s approach for medical diagnosis by the use of a technique called Fuzzy Max-Min composition. Fuzzy logic is one of the best choice to model the relationship between a set of symptoms of a patient and a possible diagnosis. The basic premises of fuzzy logic system are presented and a detailed analysis of fuzzy logic system developed to solve a disease diagnosis problem. The utility of the model is illustrated using tuberculosis patients data from a controlled clinical trial.Keywords
Classification, Max-Min Composition, Medical Diagnosis, Tuberculosis.- Markov Chain Monte Carlo based Pattern Analysis for Diabetic Spectral Data
Abstract Views :243 |
PDF Views:0
Authors
C. Dharuman
1,
P. Venkatesan
2
Affiliations
1 SRM University, Ramapuram Campus, Chennai - 600089, Tamil Nadu, IN
2 Sri Ramachandra University, Porur, Chennai - 600116, Tamil Nadu, IN
1 SRM University, Ramapuram Campus, Chennai - 600089, Tamil Nadu, IN
2 Sri Ramachandra University, Porur, Chennai - 600116, Tamil Nadu, IN