 | Date | Société | Auteur | | Descriptif | |
|---|
 Documentation diverse | |
| ISFA - Assurance non-vie | |
| ISFA - Assurance vie | |
| ISFA - IFRS et Solvabilité 2 | |
 ISFA - Modèles de durée | |
| 07/01/2005 | CONTINUOUS MORTALITY INVESTIGATION | COLLECTIF |  | 15 / Projecting future mortality :Towards a proposal for a stochastic methodology | |
| 01/01/2003 | POPULATION COUNCIL | BONGAARTS J.,FEENEY G. | | 179 / Estimating Mean Lifetime | |
| 04/03/2004 | POPULATION COUNCIL | BONGAARTS J. | | 192 / Long-Range Trends in Adult Mortality : Models and Projection Methods | |
| 06/30/1971 | THE ANNALS OF MATHEMATICAL STATISTICS | LORDEN G. | | 1971, Vol. 42, n°6, 1897-1908 / Procedures for Reacting to a Change in Distribution | |
| 01/31/2005 | ICER | LUCIANO E.,VIGNA E. | | 1/2005 / A note on stochastic survival probabilities and their calibration | |
| 10/01/2009 | ICA | FAULDS T.G.,BRIDEL W. | | 2009095 / Considérations relatives à l’élaboration d’un scénario de pandémie | |
| 10/01/2005 | SORT | DEBON A.,MONTES F.,SALA R. | | 29 / A comparison of parametric models for mortality graduation. Application to mortality data for the Valencia Region (Spain) | |
| 06/30/2002 | SCANDINAVIAN JOURNAL OF STATISTICS | BRITTON,T.,O’NEILL | | 29(3), 375–390 / Bayesian Inference for Stochastic Epidemics in Populations with Random Social Structure | |
| 01/01/2008 | THE AUSTRALIAN DEMOGRAPHIC AND SOCIAL RESEARCH INSTITUTE | BOOTH H.,TICKLE L. | | 3 / Mortality modeling and forecasting: A review of methods | |
| 09/24/2002 | IME | BROUHNS N.,DENUIT M.,VERMUNT J.K. | | 31 / A Poisson log-bilinear regression approach to the construction of projected lifetables | |
| 06/30/1999 | COMPUTING SCIENCE AND STATISTICS | RIDGEWAY G. | | 31, 172–181. / The State of Boosting | |
| 06/30/1984 | JOURNAL OF EPIDEMIOLOGY AND COMMUNITY HEALTH | LIDDELL F.K.D. | | 38(1): 85–88 / Simple exact analysis of the standardised mortality ratio | |
| 12/01/2003 | BAB | DELWARDE A.,DENUIT M. | | 3(1) / Importance de la période d'observation et des âges considérés dans la projection selon la méthode de Lee-Carter | |
| 07/01/1989 | POPULAITON | WILMOTH J.,VALLIN J.,CASELLI G. | | 44e année, n°2, 1989 pp. 335-376 / Quand certaines générations ont une mortalité différente de celle que l'on pourrait attendre | |
| 03/01/2005 | ICER | LUCIANO E.,VIGNA E. | | 4/2005 / Non mean reverting affine processes for stochastic mortality | |
| 04/30/2004 | REV EPIDEMIOL SANTE PUBLIQUE | MESLE F. | | 52 : 333-352 / Écart d’espérance de vie entre les sexes : les raisons du recul de l’avantage féminin | |
| 09/01/1999 | BIOMETRICS | YIP P.S.F.,ZHOU Y.,LIN D.Y.,FANG X.Z | | 55 , 904-908 / Estimation of Population Size Based on Additive Hazards Models for Continuous-Time Recapture Experiments | |
| 10/01/2006 | INTERNATIONAL STATISTICAL REVIEW | DEBON A.,MONTES F.,SALA R. | | 74, 2, 215–233 / A Comparison of Nonparametric Methods in the Graduation of Mortality: Application to Data from the Valencia Region (Spain) | |
| 02/04/2003 | PROC. NAT. ACAD. SCI. | FRASER H.B.,WEITZ J. S. | | 98: 15383-6 (2001) / Explaining Mortality Rate Plateaus | |
| 07/01/2006 | JOURNAL OF HEALTH DISPARITIES AND PRACTICE, VOL. 1, NO. 17 | SOTERO M. M. | | A Conceptual Model of Historical Trauma: Implications for Public Health Practice and Research | |
| 02/28/2013 | CASS BUSINESS SCHOOL | HUNT A.,BLAKE D. | | A General Procedure for Constructing Mortality Models | |
| 03/01/2007 | HERIOT-WATT UNIVERSITY | CAIRNS A. J.G.,BLAKE D.,DOWD K.,COUGHLAN G. D.,EPSTEIN D.,ONG A.,BALEVICH I. | | A quantitative comparison of stochastic mortality models using data from England & Wales and the United States | |
| 09/21/2010 | PETER MACCALLUM CANCER CENTRE | COSTELLA J.P. | | A simple alternative to Kaplan–Meier for survival curves | |
| 01/01/2006 | THE JOURNAL OF RISK AND INSURANCE, 2006, VOL. 73, NO. 4 | CAIRNS A.,BLAKE D.,DOWD K. | | A Two-Factor Model for Stochatic Mortality with Parameter Uncertainty: Theory and Calibration | |
| 12/31/2023 | ISFA | GAUTIER DE LA PLAINE G.,PLANCHET F. | | Adding shocks to a prospective mortality model | |