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Communications in Statistics - Simulation and Computation Volume 42, 2013 - Issue 3
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Original Articles

The Power Series Cure Rate Model: An Application to a Cutaneous Melanoma Data

Vicente G. Cancho Department of Applied Mathematics and Statistics, Department of Exact Science, Universidade de São Paulo-SP, São Carlos, Brazil
,
Francisco Louzada Department of Applied Mathematics and Statistics, Department of Exact Science, Universidade de São Paulo-SP, São Carlos, Brazil
&
Edwin M. Ortega Department of Applied Mathematics and Statistics, Department of Exact Science, Universidade de São Paulo-SP, São Carlos, Brazil
Pages 586-602 | Received 19 Jul 2011, Accepted 08 Nov 2011, Published online: 20 Nov 2012

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Read on this site (3)

Katherine Davies, Suvra Pal & Joynob A. Siddiqua. (2021) Stochastic EM algorithm for generalized exponential cure rate model and an empirical study. Journal of Applied Statistics 48:12, pages 2112-2135.
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Diego I. Gallardo, Yolanda M. Gómez & Mário de Castro. (2018) A flexible cure rate model based on the polylogarithm distribution. Journal of Statistical Computation and Simulation 88:11, pages 2137-2149.
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Gauss M. Cordeiro, Vicente G. Cancho, Edwin M. M. Ortega & Gladys D. C. Barriga. (2016) A model with long-term survivors: negative binomial Birnbaum-Saunders. Communications in Statistics - Theory and Methods 45:5, pages 1370-1387.
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Articles from other publishers (21)

Yolanda M. Gómez, John L. Santibañez, Vinicius F. Calsavara, Héctor W. Gómez & Diego I. Gallardo. (2024) A Modified Cure Rate Model Based on a Piecewise Distribution with Application to Lobular Carcinoma Data. Mathematics 12:6, pages 883.
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Márcia Brandão, Jeremias Leão, Diego Ignacio Gallardo & Marcelo Bourguignon. (2023) Cure rate models for heterogeneous competing causes. Statistical Methods in Medical Research 32:9, pages 1823-1841.
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Diego I. Gallardo, Yolanda M. Gómez, Héctor J. Gómez, María José Gallardo-Nelson & Marcelo Bourguignon. (2023) The Slash Half-Normal Distribution Applied to a Cure Rate Model with Application to Bone Marrow Transplantation. Mathematics 11:3, pages 518.
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Reza Azimi, Mahdy Esmailian, Diego I. Gallardo & Héctor J. Gómez. (2022) A New Cure Rate Model Based on Flory–Schulz Distribution: Application to the Cancer Data. Mathematics 10:24, pages 4643.
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Manoel Santos-Neto, Yolanda M. Gómez, Diego I. Gallardo & Eliardo G. Costa. (2022) Bayesian modeling for a new cure rate model based on the Nielsen distribution. Brazilian Journal of Probability and Statistics 36:4.
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Joyce B. Rocha, Francisco M. C. Medeiros & Dione M. Valença. (2022) Log-symmetric models with cure fraction with application to leprosy reactions data. Brazilian Journal of Probability and Statistics 36:3.
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Rasool Roozegar, Saralees Nadarajah & Eisa Mahmoudi. (2021) The Power Series Exponential Power Series Distributions with Applications to Failure Data Sets. Sankhya B 84:1, pages 44-78.
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Yolanda M. Gómez, Diego I. Gallardo, Jeremias Leão & Vinicius F. Calsavara. (2021) On a new piecewise regression model with cure rate: Diagnostics and application to medical data. Statistics in Medicine 40:29, pages 6723-6742.
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Suvra Pal. (2021) A simplified stochastic EM algorithm for cure rate model with negative binomial competing risks: An application to breast cancer data. Statistics in Medicine 40:28, pages 6387-6409.
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Diego I. Gallardo, Mário de Castro & Héctor W. Gómez. (2021) An Alternative Promotion Time Cure Model with Overdispersed Number of Competing Causes: An Application to Melanoma Data. Mathematics 9:15, pages 1815.
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Oluwafemi Samson Balogun, Sunday Adewale Olaleye, Xiao-Zhi Gao & Pekka Toivanen. 2021. Intelligent Systems Design and Applications. Intelligent Systems Design and Applications 69 79 .
Jeremias Leão, Marcelo Bourguignon, Diego I. Gallardo, Ricardo Rocha & Vera Tomazella. (2020) A new cure rate model with flexible competing causes with applications to melanoma and transplantation data. Statistics in Medicine 39:24, pages 3272-3284.
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Oluwafemi Samson Balogun, Xiao-Zhi Gao, Emmanuel Teju Jolayemi & Sunday Adewale Olaleye. (2020) Generalized cure rate model for infectious diseases with possible co-infections. PLOS ONE 15:9, pages e0239003.
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Diego I Gallardo, Yolanda M Gómez, Héctor W Gómez & Mário de Castro. (2019) On the use of the modified power series family of distributions in a cure rate model context. Statistical Methods in Medical Research 29:7, pages 1831-1845.
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Mário de Castro & Yolanda M. Gómez. (2019) A Bayesian Cure Rate Model Based on the Power Piecewise Exponential Distribution. Methodology and Computing in Applied Probability 22:2, pages 677-692.
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Vicente G. Cancho, Márcia A. C. Macera, Adriano K. Suzuki, Francisco Louzada & Katherine E. C. Zavaleta. (2019) A new long-term survival model with dispersion induced by discrete frailty. Lifetime Data Analysis 26:2, pages 221-244.
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Bao Yiqi, Vicente G. Cancho, Dipak K. Dey, Narayanaswamy Balakrishnan & Adriano K. Suzuki. (2020) Power series cure rate model for spatially correlated interval-censored data based on generalized extreme value distribution. Journal of Computational and Applied Mathematics 364, pages 112362.
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Vicente G. Cancho, Katherine E. C. Zavaleta, Márcia A. C. Macera, Adriano K. Suzuki & Francisco Louzada. (2018) A Bayesian cure rate model with dispersion induced by discrete frailty. Communications for Statistical Applications and Methods 25:5, pages 471-488.
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Muhammad H Tahir & Gauss M. Cordeiro. (2016) Compounding of distributions: a survey and new generalized classes. Journal of Statistical Distributions and Applications 3:1.
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Jhon F. B. Gonzales, Vera. L. D. Tomazella & Mário de Castro. 2015. Interdisciplinary Bayesian Statistics. Interdisciplinary Bayesian Statistics 311 321 .
Mitra Rahimzadeh, Ahmad Reza Baghestani, Mahmood Reza Gohari & Mohamad Amin Pourhoseingholi. (2014) Estimation of the Cure Rate in Iranian Breast Cancer Patients. Asian Pacific Journal of Cancer Prevention 15:12, pages 4839-4842.
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