基于刪失數(shù)據(jù)的Log-Gompertz回歸模型的統(tǒng)計(jì)推斷-論文.pdf

基于刪失數(shù)據(jù)的Log-Gompertz回歸模型的統(tǒng)計(jì)推斷-論文.pdf

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1、第36卷第2期寧夏大學(xué)學(xué)報(bào)(自然科學(xué)版)2015年6月Vol_36No.2JournalofNingxiaUniversity(Natura1ScienceEdition)Jun.2O15文章編號(hào):0253—2328(2015)02—0115—06StatisticalInferenceofLog。_GompertzRegressionModelwithCensoredDataChengConghua,BaiLong(1.SchoolofMathematicsandComputationScience,LingnanNormalUniversi

2、ty,Zha~iang524048,China,2.SchoolofMathematicsandComputerScience,NingxiaNormalUniversity,Guyuan756000,China)Abstract:TheGompertzdistributioniswidelyappliedinmodelinghumanmortality.Inthisarticle,theregressionmodelisdiscussed,whichisbasedonthelogarithmoftheGompertzdistribution,

3、namely,log—Gompertzdistribu—tion.Themethodofmaximumlikelihoodforestimatingthemodelparametersisstudied.Thebootstrapmethodisalsoappliedtoconstructingtheconfidenceintervalofparameters.Fordifferentparametersettings,samplesizes,censoringpercentagesandvarioussimulationstudiesarepe

4、rformedtoassesstheregressionmodels.Keywords:maximumlikelihoodestimation;censoringdata;bootstrapmethodCLCnumher:0212.1;0213.22000MR:62F10;62N01Documentcode:ATheGompertzdistributionplaysanimportanthasdrawnmuchwidespreadattention[6-8].roleinmodelinghumanmortalityandfittingactu—

5、Inthispaper,weproposeadistributioncalledarialtables.ItwasintroducedbyGompertzE.Re—log—Gompertzdistributionanddiscussitsstatisticalcently,manyauthorshaveendeavoredtothesta—inferenceproblem.Regressionmodelscanbepro—tisticalmethodologyandcharacterizationofthisposedindifferentfo

6、rmsinsurvivalanalysis[。一.distribution.Franses[,WuandLee[,GargetThispaperexaminesaspectsofstatisticalinferencea1.[]studiedthepropertiesoftheGompertzdistribu—onmodelingintervalcensoreddatabyusingthetionandobtainedthemaximumlikelihoodestimateslog—Gompertzregressionmode1.Weexplo

7、retheoftheparameters.However,underlyingthedistribu—useofbootstrapre—samplingmethodwiththetionishighlynegativelyskewedwithathickerandLog—Gompertzregressionmodelforrightlongerlowertail,andtheGompertzdistributioncensoreddata.doesnotprovideareasonablefitfordatafoundinThepapercon

8、sistsoffoursections.Thesomepracticalapplications.Therefore,anewram—MLEsofpa

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