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The Gompertz force of mortality in terms of the modal age at death. (2015). Missov, Trifon I. ; Vaupel, James W. ; Canudas-Romo, Vladimir ; Nemeth, Laszlo ; Lenart, Adam .
In: Demographic Research.
RePEc:dem:demres:v:32:y:2015:i:36.

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  1. On the relationship between life expectancy, modal age at death, and the threshold age of the life table entropy. (2024). Micheletti, Chiara ; Villavicencio, Francisco.
    In: Demographic Research.
    RePEc:dem:demres:v:51:y:2024:i:24.

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  2. Makeham mortality models as mixtures: Advancing mortality estimations through competing risks frameworks. (2024). Missov, Trifon ; Patricio, Silvio Cabral.
    In: Demographic Research.
    RePEc:dem:demres:v:51:y:2024:i:18.

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  3. Longevity à la mode: A discretized derivative tests method for accurate estimation of the adult modal age at death. (2024). Vazquez-Castillo, Paola ; Missov, Trifon ; Bergeron-Boucher, Marie-Pier.
    In: Demographic Research.
    RePEc:dem:demres:v:50:y:2024:i:11.

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  4. Consumo óptimo en el retiro con diferentes leyes de mortalidad. (2023). Palafox-Roca, Alfredo Omar.
    In: Remef - Revista Mexicana de Economía y Finanzas Nueva Época REMEF (The Mexican Journal of Economics and Finance).
    RePEc:imx:journl:v:18:y:2023:i:3:p:5.

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  5. .

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  6. Berkeley Unified Numident Mortality Database: Public Administrative Records for Individual-Level Mortality Research. (2022). Breen, Casey ; Goldstein, Joshua R.
    In: SocArXiv.
    RePEc:osf:socarx:pc294_v1.

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  7. Berkeley Unified Numident Mortality Database: Public Administrative Records for Individual-Level Mortality Research. (2022). Goldstein, Joshua R ; Breen, Casey.
    In: SocArXiv.
    RePEc:osf:socarx:pc294.

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  8. Berkeley Unified Numident Mortality Database: Public administrative records for individual-level mortality research. (2022). Goldstein, Joshua R ; Breen, Casey.
    In: Demographic Research.
    RePEc:dem:demres:v:47:y:2022:i:5.

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  9. .

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  10. A Mixture-Function Mortality Model: Illustration of the Evolution of Premature Mortality. (2021). Mazzuco, Stefano ; Canudas-Romo, Vladimir ; Zanotto, Lucia.
    In: European Journal of Population.
    RePEc:spr:eurpop:v:37:y:2021:i:1:d:10.1007_s10680-019-09552-x.

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  11. Mortality in Germany during the Covid-19 pandemic. (2021). Uhlig, Dana ; Pichler, Alois.
    In: Papers.
    RePEc:arx:papers:2107.12899.

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  12. Modelling the survival function of the Spanish population by the Wong–Tsui model with the incorporation of frailty and covariates. (2020). Del-Moral, Maria-Jose ; Rosales-Moreno, Maria-Jesus ; Navarrete-Alvarez, Esteban ; Huete-Morales, Maria-Dolores ; Quesada-Rubio, Jose-Manuel.
    In: Letters in Spatial and Resource Sciences.
    RePEc:spr:lsprsc:v:13:y:2020:i:2:d:10.1007_s12076-020-00250-5.

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  13. Modal lifespan and disparity at older ages by leading causes of death: a Canada-U.S. comparison. (2020). Diaconu, Viorela ; Bourbeau, Robert ; Ouellette, Nadine.
    In: Journal of Population Research.
    RePEc:spr:joprea:v:37:y:2020:i:4:d:10.1007_s12546-020-09247-9.

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  14. Location–Scale Models in Demography: A Useful Re-parameterization of Mortality Models. (2019). Lenart, Adam ; Canudas-Romo, Vladimir ; Basellini, Ugofilippo.
    In: European Journal of Population.
    RePEc:spr:eurpop:v:35:y:2019:i:4:d:10.1007_s10680-018-9497-x.

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  15. Mortality shifts and mortality compression. The case of Norway, 1900-2060. (2018). Keilman, Nico ; Syse, Astri ; Pham, Dinh Q.
    In: Discussion Papers.
    RePEc:ssb:dispap:884.

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  16. Deaths without denominators: using a matched dataset to study mortality patterns in the United States. (2018). Alexander, Monica.
    In: SocArXiv.
    RePEc:osf:socarx:q79ye_v1.

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  17. Gompertz, Makeham, and Siler models explain Taylors law in human mortality data. (2018). Cohen, Joel E ; Rau, Roland ; Bohk, Christina .
    In: Demographic Research.
    RePEc:dem:demres:v:38:y:2018:i:29.

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  18. Potential support ratios: Cohort versus period perspectives. (2017). Kjargaard, Soren ; Canudas-Romo, Vladimir.
    In: Population Studies.
    RePEc:taf:rpstxx:v:71:y:2017:i:2:p:171-186.

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  19. Stochasticity, heterogeneity, and variance in longevity in human populations. (2017). Hartemink, Nienke ; Caswell, Hal ; Missov, Trifon I.
    In: Theoretical Population Biology.
    RePEc:eee:thpobi:v:114:y:2017:i:c:p:107-116.

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  20. A note on the connection between some classical mortality laws and proportional frailty. (2017). Lindholm, Mathias .
    In: Statistics & Probability Letters.
    RePEc:eee:stapro:v:126:y:2017:i:c:p:76-82.

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  21. .

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  22. Insight on typical longevity: An analysis of the modal lifespan by leading causes of death in Canada. (2016). Diaconu, Viorela ; Bourbeau, Robert ; Camarda, Carlo G ; Ouellette, Nadine .
    In: Demographic Research.
    RePEc:dem:demres:v:35:y:2016:i:17.

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  23. Decomposing changes in life expectancy: Compression versus shifting mortality. (2015). Bergeron-Boucher, Marie-Pier ; Canudas-Romo, Vladimir ; Ebeling, Marcus .
    In: Demographic Research.
    RePEc:dem:demres:v:33:y:2015:i:14.

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References

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Cocites

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  2. Modelling the survival function of the Spanish population by the Wong–Tsui model with the incorporation of frailty and covariates. (2020). Del-Moral, Maria-Jose ; Rosales-Moreno, Maria-Jesus ; Navarrete-Alvarez, Esteban ; Huete-Morales, Maria-Dolores ; Quesada-Rubio, Jose-Manuel.
    In: Letters in Spatial and Resource Sciences.
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  3. Rotation of the age pattern of mortality improvements in the European Union. (2020). Vekas, Peter.
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  4. An age-at-death distribution approach to forecast cohort mortality. (2020). Kjargaard, Soren ; Basellini, Ugofilippo ; Camarda, Carlo Giovanni.
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  5. Location–Scale Models in Demography: A Useful Re-parameterization of Mortality Models. (2019). Lenart, Adam ; Canudas-Romo, Vladimir ; Basellini, Ugofilippo.
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  6. Mortality Projections for Small Populations: An Application to the Maltese Elderly. (2019). Morabito, Maria ; Menzietti, Massimiliano ; Stranges, Manuela.
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  8. Trends in the Quantiles of the Life Table Survivorship Function. (2018). Uribe, Jorge ; Chuliá, Helena ; Guillen, Montserrat.
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  9. Separating the Signal From the Noise: Evidence for Deceleration in Old-Age Death Rates. (2018). Feehan, Dennis M.
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