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논문 기본 정보

자료유형
학위논문
저자정보

김민호 (영남대학교, 영남대학교 대학원)

지도교수
이제영
발행연도
2020
저작권
영남대학교 논문은 저작권에 의해 보호받습니다.

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이 논문의 연구 히스토리 (2)

초록· 키워드

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In this study, we construct a nomogram to predict hypertension using complex samples.
Rao-Scott chi-squared test was used for the risk factors used to construct the nomogram, and
statistical models were modeled as logistic regression and naive Bayesian classifiers considering
the design effects of complex sample (stratication, clustering, sample weight, etc.). The
data used were the Korean national health and nutrition examination survey (KNHANES) 2013-2016. We identify risk factors for hypertension, and propose logistic nomogram and
Bayesian nomogram. In the case of logistic nomogram, age was the biggest risk factor,
followed by BMI, stroke, family history of hypertension and dyslipidemia. In the case of
Bayesian nomogram, age was the biggest risk factor for hypertension, followed by stroke,
diabetes, dyslipidemia and BMI. To compare the two nomograms, the left-aligned method
was applied to the Bayesian nomogram, and a similar prediction probability was verified in
the actual example. The AUC of ROC in logistic nomogram was 0.8301, 0.8286, and the R2
in calibration plot were 0.9146, 0.9002, respectively. The AUC of ROC in Bayesian nomogram
was 0.8169, 0.8168, and the R2 in calibration plot were 0.9340, 0.9235, respectively.
Therefore, the two nomograms were significantly reliable. Using the proposed nomogram,
it is expected that the treatment rate will increase as well as help in the recognition and
prediction of hypertension.

목차

1. Introduction 1
2. Methodology 5
2.1. Rao-Scott chi-squared test 5
2.2. Logistic regression model with complex sample 6
2.3. Naive Bayesian classifier model with complex sample 8
2.4. Nomogram construction method 11
2.4.1. Nomogram construction of logistic regression model 12
2.4.2. Nomogram construction of naive Bayesian classifier model 13
2.4.3. Left-aligned method of nomogram for naive Bayesian classifier model 14
2.5. Nomogram validation method 16
3. Applications 16
3.1. complex sample materials 16
3.2. Rao-Scott chi-squared test results 19
3.3. Nomogram for hypertension using logistic regression model with complex sample 20
3.4. Nomogram for hypertension using naive Bayesian classifier model with complex sample 22
3.5. Comparison of logistic nomogram and left-aligned Bayesian nomogram 26
3.6. Validation for nomograms 28
4. Conclusions and discussions 32
References 35

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