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On Graduation By Mathematical Formula
10 references·3 citing·28 second hop
On Graduation By Mathematical Formula (1987)On Graduation By Mathematical FormulaGraduation: The Revision of Estimates. (1987)Graduation: The Revision of E…A short note on the construction of life tables and multiple decrement tables (1987)A short note on the construct…The Changing Shape of English Life Tables (1985)The Changing Shape of English…Loss Distributions (1984)Loss DistributionsSimulation and the Monte Carlo Method. (1983)Simulation and the Monte Carl…The age pattern of mortality (1980)The age pattern of mortalityMortality table construction (1978)Mortality table constructionThe Analysis of Mortality and other Actuarial Statistics. (1972)The Analysis of Mortality and…A JUSTIFICATION OF SOME COMMON LAWS OF MORTALITY (1961)A JUSTIFICATION OF SOME COMMO…Tests of a mortality table graduation (1941)Tests of a mortality table gr…A Flexible Functional Form Approach To Mortality Modeling: Do We Need Additional Cohort Dummies? (2016)A Flexible Functional Form Ap…Prospective mortality tables: Taking heterogeneity into account (2015)Prospective mortality tables:…Herleitung der Sterbetafel DAV 2008 T für Lebensversicherungen mit Todesfallcharakter (2009)Herleitung der Sterbetafel DA…An approach to the study of multiple state models (1984)On graduation by mathematical formula (1988)A Mathematical Model of Alzheimer's Disease and the Apoe Gene (2000)Actuarial Mathematics for Life Contingent Risks (2019)Regional Model Life Tables and Stable Populations (1967)Regional Model Life Tables and Stable Populations. (1967)Deciphering death: a commentary on Gompertz (1825) ‘On the nature of the function expressive of the law of human mortality, and on a new mode of determining the value of life contingencies’ (2015)Forecasting: theory and practice (2022)Mortality Variations in Sweden (1935)Probability, Statistics and Truth. (1941)A contribution to the statistical theory of linear graduation (1984)Joint modelling for actuarial graduation and duplicate policies (1992)AGE STANDARDIZATION OF RATES: A NEW WHO STANDARD (2000)Mortality Modelling and Forecasting: a Review of Methods (2008)The Paretian heritage (1976)Age, Period, and Cohort Effects in Demography: A Review (1985)An extension of relational methods in mortality estimations (2001)Demographic forecasting: 1980 to 2005 in review (2006)Pricing Death: Frameworks for the Valuation and Securitization of Mortality Risk (2006)Risk and dangerousness (1999)A Multiple State Model for Pricing and Reserving Private Long Term Care Insurance Contracts in Australia (2006)Adaptive Newton-based multivariate smoothed functional algorithms for simulation optimization (2007)Stochastic call center staffing with uncertain arrival, service and abandonment rates: A Bayesian perspective (2016)Modelling of extremal events in insurance and finance (1994)Estimating the Tails of Loss Severity Distributions Using Extreme Value Theory (1997)Common Poisson Shock Models: Applications to Insurance and Credit Risk Modelling (2003)An Actuarial Survey of Statistical Models for Decrement and Transition Data - I: Multiple State, Poisson and Binomial Models (1996)The Life Table (2004)
this work references cited by second hop

References

  • 1980The age pattern of mortality595 cited
  • 1984Loss Distributions245 cited
  • 1972The Analysis of Mortality and other Actuarial Statistics.181 cited
  • 1987Graduation: The Revision of Estimates.84 cited
  • 1983Simulation and the Monte Carlo Method.55 cited
  • 1978Mortality table construction53 cited
  • 1987A short note on the construction of life tables and multiple decrement tables52 cited
  • 1985The Changing Shape of English Life Tables50 cited
  • 1961A JUSTIFICATION OF SOME COMMON LAWS OF MORTALITY27 cited
  • 1941Tests of a mortality table graduation19 cited

Cited by

  • 2009Herleitung der Sterbetafel DAV 2008 T für Lebensversicherungen mit Todesfallcharakter13 cited
  • 2016A Flexible Functional Form Approach To Mortality Modeling: Do We Need Additional Cohort Dummies?13 cited
  • 2015Prospective mortality tables: Taking heterogeneity into account10 cited

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