introdution and background

introdution and background

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页数:44页

时间:2018-02-10

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1、IINTRODUCTIONANDBACKGROUNDInthispartweintroducethebasicapproachtoeconometricstakenthroughoutthebookandcoversomebackgroundmaterialthatisimportanttomasterbeforereadingtheremainderofthetext.Studentswhohaveasolidunderstandingofthealgebraofconditionalexpectations,con

2、ditionalvariances,andlinearprojectionscouldskipChapter2,referringtoitonlyasneeded.Chapter3containsasummaryoftheasymptoticanalysisneededtoreadPartIIandbeyond.InPartIIIweintroducead-ditionalasymptotictoolsthatareneededtostudynonlinearestimation.1Introduction1.1Cau

3、salRelationshipsandCeterisParibusAnalysisThegoalofmostempiricalstudiesineconomicsandothersocialsciencesistode-terminewhetherachangeinonevariable,sayw,causesachangeinanothervariable,sayy.Forexample,doeshavinganotheryearofeducationcauseanincreaseinmonthlysalary?Do

4、esreducingclasssizecauseanimprovementinstudentper-formance?Doesloweringthebusinesspropertytaxratecauseanincreaseincityeconomicactivity?Becauseeconomicvariablesareproperlyinterpretedasrandomvariables,weshoulduseideasfromprobabilitytoformalizethesenseinwhichachang

5、einwcausesachangeiny.Thenotionofceterisparibus—thatis,holdingallother(relevant)factorsfixed—isatthecruxofestablishingacausalrelationship.Simplyfindingthattwovariablesarecorrelatedisrarelyenoughtoconcludethatachangeinonevariablecausesachangeinanother.Thisresultisdu

6、etothenatureofeconomicdata:rarelycanwerunacontrolledexperimentthatallowsasimplecorrelationanalysistouncovercausality.Instead,wecanuseeconometricmethodstoe¤ectivelyholdotherfactorsfixed.Ifwefocusontheaverage,orexpected,response,aceterisparibusanalysisentailsestima

7、tingEðyjw;cÞ,theexpectedvalueofyconditionalonwandc.Thevectorc—whosedimensionisnotimportantforthisdiscussion—denotesasetofcontrolvari-ablesthatwewouldliketoexplicitlyholdfixedwhenstudyingthee¤ectofwontheexpectedvalueofy.Thereasonwecontrolforthesevariablesisthatwet

8、hinkwiscorrelatedwithotherfactorsthatalsoinfluencey.Ifwiscontinuous,interestcentersonqEðyjw;cÞ=qw,whichisusuallycalledthepartiale¤ectofwonEðyjw;cÞ.Ifwisdiscrete,wearei

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