1.A computer program for survival analysis.
Journal of the Korean Cancer Association 1991;23(2):429-435
No abstract available.
Survival Analysis*
2.Drawing Guideline for JKMS Manuscript (01) Kaplan-Meier Curve and Survival Analysis
Journal of Korean Medical Science 2019;34(8):e35-
The appropriate plot effectively conveys the author's conclusions to readers. Journal of Korean Medical Science will provide a series of special articles to show you how to make consistent and excellent plots easier. In the first of this series of special articles, I will cover Kaplan-Meier curve (or Kaplan-Meier plot) and the ease tools. This plot, generated as a result of the Survival Analysis, provides a visualization of the ‘Kaplan-Meier Survival Probability Estimate’ for each group.
Survival Analysis
3.Survival analysis for clinical researchers using personal computer.
Woo Jung LEE ; Yu Seun KIM ; Kiil PARK ; Kyong Sik LEE
Journal of the Korean Surgical Society 1992;42(2):141-155
No abstract available.
Humans
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Microcomputers*
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Survival Analysis*
4.A Clinicopathologic Characteristics and Survival Analysis of 217 Cases of Epithelial Ovarian Cancer.
Eul Ju MOON ; Woo Jin JEON ; Jae Kyu LEE ; Byoung Sun YOUN ; Sang Young RYU ; Jong Hoon KIM ; Byoung Gie KIM ; Sang Yoon PARK ; Eui Don LEE ; Kyung Hee KIM
Korean Journal of Obstetrics and Gynecology 2000;43(9):1604-1610
No abstract available.
Ovarian Neoplasms*
;
Survival Analysis*
5.What Should We Consider Carefully When Performing Survival Analysis?
Clinical Pediatric Hematology-Oncology 2019;26(1):1-5
The survival data and the survival analysis are the data and analysis methods used to study the probability of survival. The survival data consist of a period from the juncture of a start event to the juncture of the end event (occurrence event). The period is called the survival period or survival time. In this way, the method of analysing the survival time of subjects and appropriately summarizing the degree of survival is called survival analysis. To understand and analyse survival analysis methods, researchers must be aware of some concepts. Concepts to be aware of in the survival analysis include events, censored data, survival period, survival function, survival curve and so on. This review focuses on the terms and concepts used in the survival analysis. It will also cover the types of survival data that should be collected and prepared when using actual survival analysis method and how to prepare them.
Methods
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Survival Analysis
7.The prognostic factors and survival analysis of primary peritoneal carcinoma.
Ji Young KWON ; Ji Yoon BAE ; Hyun Jung CHO ; Joo Hyuk CHOI ; Gu Taek HAN ; Joon Mo LEE ; Ki Sung RYU
Korean Journal of Obstetrics and Gynecology 2005;48(12):2896-2902
OBJECTIVE: To date, few attempts have been made at clinical features and prognostic factors of primary peritoneal carcinoma (PPC) because of low prevalence. The aim of this study is to evaluate the clinical characteristcs and determine the prognosis factors of PPC. METHODS: From March 1996 to March 2004, a total of 23 women newly diagnosed with PPC were recruited into the study. Overall survival and prognostic factors were evaluated using Kaplan-Meier method and Cox regression model. RESULTS: The mean age of patients was 58.7+/-7.6 years and the FIGO stage was advanced disease; stage IIIc (73%) and IV (27%). The mean survival time for patients enrolled was 26.0 months. By univariate analysis, tumor state (p=0.028), performance status (p=0.045), the presence of initial debulking operation (p=0.035), and normalization of CA125 at 3 months of treatment (p=0.003) were significantly correlated with survival. On multivariate analysis, only the normalization of CA125 at 3 months of treatment remained as the independent factor for survival (Odds ratio, 6.896; 95% Confidence interval, 1.504-31.623; p=0.013). CONCLUSION: The mean survival time for patients with PPC was 26.0 months, and the normalization of CA125 at 3 months of treatment was identified as the independent prognostic factor. From this study, we analysis the clinical characteristics of PPC and provide more precise understanding of this disease.
Female
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Humans
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Multivariate Analysis
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Prevalence
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Prognosis
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Survival Analysis*
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Survival Rate
8.Proportionality assuption test of Cox's proportional hazards model in survival analysis.
Moo Song LEE ; Keun Young YOO ; Dong Young NOH ; Kuk Jin CHOE
Journal of the Korean Cancer Association 1991;23(4):852-859
No abstract available.
Proportional Hazards Models*
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Survival Analysis*
9.Systemic Lupus Erythematosus in Filipino children: A 10-year retrospective analysis of mortality, morbidity and survival
Ma. Fema C. Rivera ; Leonila F. Dans
Acta Medica Philippina 2022;56(9):98-106
Background. Systemic Lupus Erythematosus (SLE) in children has been estimated to account for 15 to 20% of all SLE cases worldwide. It was described to have more severe disease at presentation including renal, neuropsychiatric, and hematologic involvements; more disease activity over time, and a significantly higher risk of organ damage. Thus, considered a significant risk factor for mortality among adult SLE patients. Objective. This is a retrospective cohort study aimed to determine the clinical profile, outcome, and survival of SLE among Filipino children. Methods. All SLE patients, less than 19 years old, diagnosed in the pediatric department of a tertiary hospital from January 2008 to December 2017 were included in the study. Their medical charts were retrieved for data gathering. Demographics, and clinical disease characteristics were collected from admission and on subsequent follow ups. Lost to follow up patients were contacted for updates of their current clinical status. Results. A total of 261 pediatric SLE patients were gathered. Average age at diagnosis is 14.5 years old (±2.7), with female to male ratio of 16:1. Symptoms starts at 3 months prior to consult (±2.1). Upon diagnosis, most of the patients have fever, malar rash, alopecia, oral ulcers, and proteinuria. Most common systemic organ involvement through time were mucocutaneous, hematologic, and renal. Steroids were the mainstay management for all patients, in which 95% started on oral Prednisone, while 71% needed IV Methylprednisolone in at least once during the disease course. Two patients received biologic treatment. Overall mortality rate was 14.9%, identified to be secondary to sepsis and/or SLE activity. Myocarditis, pleural effusion, and seizures were identified as significant risk factors for mortality. Survival rate at 1 year and 10 years were 92% and 79%, respectively. Conclusion. SLE in Filipino children mostly presents with mucocutaneous symptoms. Presence of seizures, myocarditis, and pleural effusion at any time of the disease entails risk for mortality. SLE nephritis is a substantial cause of morbidity due to its chronicity. The survival rate of Filipino children with SLE is comparable with the data from other developing countries.
Lupus Erythematosus, Systemic
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Survival Analysis
10.Statistical Note on the Survival Analysis.
Neurointervention 2009;4(1):6-7
This brief note describes the principles of survival analysis. Survival analysis is method for studying the time between entry to a study and a subsequent event and is used frequently in neurointervention studies. Kaplan-Meier estimator is nonparametric method for estimating the survival curve and log rank test is used for comparing between exposure and non-exposure groups. Proportional hazards model, a semi-parametric regression model specifically developed for censored data, is used when there are many exposure variables.
Proportional Hazards Models
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Survival Analysis*