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dc.contributor.advisor Attygalle, MDI
dc.contributor.advisor Dissanayake, RA
dc.contributor.author Soysa, HIB
dc.date.accessioned 2014-08-13T15:30:55Z
dc.date.available 2014-08-13T15:30:55Z
dc.date.issued 2014-08-13
dc.identifier.citation Soysa, H.I.B. (2011). Estimating parameters of Makeham's law of mortality [Master's theses, University of Moratuwa]. Institutional Repository University of Moratuwa. http://dl.lib.mrt.ac.lk/handle/123/10500
dc.identifier.uri http://dl.lib.mrt.ac.lk/handle/123/10500
dc.description.abstract Actuaries and demographers have a long tradition of using collateral data to improve mortality estimates. Two main approaches have been used to accomplish the improvement, mortality laws and model life tables. The most common mortality law that used to illustrate t h e life tables is Makeham's law. In Sri Lanka, Census and Statistics Department presents t h e life table and calculation of life table had been done using software package Mortpak-lite developed by united nations and the most insurance companies use UK standard life tables to construct insurance premiums. So my purpose is t o construct t h e model life t a b l e for Sri Lanka, estimates t h e constants of Makeham's law of mortality that used to construct life table, and introduces a regression model that incorporates the early stages (below 20) and also wants to determine whether t h e r e ' s big difference for males and females. The Makeham's estimates are based upon the equation pi(x) = A + BC. Two methods are used t o estimates t h e parameters, namely least square method and using t h e definition of age specific death rate. The model is demonstrated t h e mortality data (year 2001) of Sri Lanka. en_US
dc.language.iso en en_US
dc.subject MSc in Financial Mathematics
dc.subject MATHEMATICS - Dissertation
dc.subject FINANCIAL MATHEMATICS - Dissertation
dc.subject MORTALITY - Estimates
dc.subject DEMOGRAPHY
dc.title Estimating parameters of Makeham's law of mortality en_US
dc.type Thesis-Abstract en_US
dc.identifier.faculty Engineering en_US
dc.identifier.degree Master of Science in Financial Mathematics en_US
dc.identifier.department Mathematics en_US
dc.date.accept 2011-05
dc.identifier.accno 102465 en_US


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