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基于copula函数的贷款组合期限结构优化模型 Title:OptimizationModelforLoanPortfolioMaturityStructureBasedonCopulaFunction Abstract: Theproperallocationofloanportfoliosacrossvariousmaturitystructuresiscrucialforbanksandfinancialinstitutionstoensureoptimalrisk-rewardtrade-offs.Thispaperproposesanoptimizationmodelbasedonthecopulafunctiontooptimizethematuritystructureofaloanportfolio.Thecopulafunctionisutilizedtocapturethedependencystructurebetweendifferentloansegmentsandtomanagethepotentialrisksassociatedwithdifferentmaturitystructures.Themodelaimstomaximizetheexpectedreturnwhileminimizingtheoverallriskexposureoftheloanportfolio. Introduction: Thematuritystructureofloanportfoliosplaysacriticalroleinmanagingtheriskandreturncharacteristicsofbanksandfinancialinstitutions.Awell-diversifiedloanportfoliowithanappropriatematuritystructurecanhelpinstitutionsbalanceliquidityneeds,manageinterestraterisks,andoptimizetherisk-rewardtrade-offs.Thispaperproposesanoptimizationmodelbasedonthecopulafunctiontooptimizethematuritystructureofaloanportfolio.Themodeltakesintoaccountthedependencestructurebetweendifferentloansegmentsandaimstomaximizetheexpectedreturnwhileminimizingtheoverallriskexposure. LiteratureReview: Severalstudieshaveproposedoptimizationmodelsforloanportfoliomanagement,consideringvariousaspectssuchascreditrisk,interestraterisk,andliquidityrisk.However,limitedresearchhasfocusedonoptimizingthematuritystructureofloanportfolios.Thecopulafunctionhasgainedattentioninfinancialmodelingasitprovidesaflexibleframeworktomodelthedependencestructurebetweendifferentvariables.Somestudieshaveexploredtheapplicationofcopulafunctionsinriskmanagement,buttheirpotentialinloanportfoliooptimizationremainslargelyuntapped. Methodology: Theproposedmodelusesthecopulafunctiontocapturethedependencestructurebetweendifferentloansegments.Thecopulafunctionallowsustomodelthejointdistributionofloanmaturitiesandestimatetheprobabilityofvariouscombinationsofmaturities.Byoptimizingthisjointdistribution,wecandetermineanoptimalalloca

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