




已閱讀5頁(yè),還剩90頁(yè)未讀, 繼續(xù)免費(fèi)閱讀
版權(quán)說(shuō)明:本文檔由用戶提供并上傳,收益歸屬內(nèi)容提供方,若內(nèi)容存在侵權(quán),請(qǐng)進(jìn)行舉報(bào)或認(rèn)領(lǐng)
文檔簡(jiǎn)介
.,ChapterTwenty-Seven,Oligopoly,.,Oligopoly,Amonopolyisanindustryconsistingasinglefirm.Aduopolyisanindustryconsistingoftwofirms.Anoligopolyisanindustryconsistingofafewfirms.Particularly,eachfirmsownpriceoroutputdecisionsaffectitscompetitorsprofits.,.,Oligopoly,Howdoweanalyzemarketsinwhichthesupplyingindustryisoligopolistic?Considertheduopolisticcaseoftwofirmssupplyingthesameproduct.,.,QuantityCompetition,Assumethatfirmscompetebychoosingoutputlevels.Iffirm1producesy1unitsandfirm2producesy2unitsthentotalquantitysuppliedisy1+y2.Themarketpricewillbep(y1+y2).Thefirmstotalcostfunctionsarec1(y1)andc2(y2).,.,QuantityCompetition,Supposefirm1takesfirm2soutputlevelchoicey2asgiven.Thenfirm1seesitsprofitfunctionasGiveny2,whatoutputlevely1maximizesfirm1sprofit?,.,QuantityCompetition;AnExample,Supposethatthemarketinversedemandfunctionisandthatthefirmstotalcostfunctionsare,and,.,QuantityCompetition;AnExample,Then,forgiveny2,firm1sprofitfunctionis,.,QuantityCompetition;AnExample,Then,forgiveny2,firm1sprofitfunctionis,So,giveny2,firm1sprofit-maximizingoutputlevelsolves,.,QuantityCompetition;AnExample,Then,forgiveny2,firm1sprofitfunctionis,So,giveny2,firm1sprofit-maximizingoutputlevelsolves,I.e.firm1sbestresponsetoy2is,.,QuantityCompetition;AnExample,y2,y1,60,15,Firm1s“reactioncurve”,.,QuantityCompetition;AnExample,Similarly,giveny1,firm2sprofitfunctionis,.,QuantityCompetition;AnExample,Similarly,giveny1,firm2sprofitfunctionis,So,giveny1,firm2sprofit-maximizingoutputlevelsolves,.,QuantityCompetition;AnExample,Similarly,giveny1,firm2sprofitfunctionis,So,giveny1,firm2sprofit-maximizingoutputlevelsolves,I.e.firm1sbestresponsetoy2is,.,QuantityCompetition;AnExample,y2,y1,Firm2s“reactioncurve”,45/4,45,.,QuantityCompetition;AnExample,Anequilibriumiswheneachfirmsoutputlevelisabestresponsetotheotherfirmsoutputlevel,forthenneitherwantstodeviatefromitsoutputlevel.Apairofoutputlevels(y1*,y2*)isaCournot-Nashequilibriumif,and,.,QuantityCompetition;AnExample,and,.,QuantityCompetition;AnExample,and,Substitutefory2*toget,.,QuantityCompetition;AnExample,and,Substitutefory2*toget,.,QuantityCompetition;AnExample,and,Substitutefory2*toget,Hence,.,QuantityCompetition;AnExample,and,Substitutefory2*toget,Hence,SotheCournot-Nashequilibriumis,.,QuantityCompetition;AnExample,y2,y1,Firm2s“reactioncurve”,60,15,Firm1s“reactioncurve”,45/4,45,.,QuantityCompetition;AnExample,y2,y1,Firm2s“reactioncurve”,48,60,Firm1s“reactioncurve”,8,13,Cournot-Nashequilibrium,.,QuantityCompetition,Generally,givenfirm2schosenoutputlevely2,firm1sprofitfunctionis,andtheprofit-maximizingvalueofy1solves,Thesolution,y1=R1(y2),isfirm1sCournot-Nashreactiontoy2.,.,QuantityCompetition,Similarly,givenfirm1schosenoutputlevely1,firm2sprofitfunctionis,andtheprofit-maximizingvalueofy2solves,Thesolution,y2=R2(y1),isfirm2sCournot-Nashreactiontoy1.,.,QuantityCompetition,y2,y1,Firm1s“reactioncurve”,Firm1s“reactioncurve”,Cournot-Nashequilibriumy1*=R1(y2*)andy2*=R2(y1*),.,Iso-ProfitCurves,Forfirm1,aniso-profitcurvecontainsalltheoutputpairs(y1,y2)givingfirm1thesameprofitlevelP1.Whatdoiso-profitcurveslooklike?,.,y2,y1,Iso-ProfitCurvesforFirm1,Withy1fixed,firm1sprofitincreasesasy2decreases.,.,y2,y1,Increasingprofitforfirm1.,Iso-ProfitCurvesforFirm1,.,y2,y1,Iso-ProfitCurvesforFirm1,Q:Firm2choosesy2=y2.Wherealongtheliney2=y2istheoutputlevelthatmaximizesfirm1sprofit?,y2,.,y2,y1,Iso-ProfitCurvesforFirm1,Q:Firm2choosesy2=y2.Wherealongtheliney2=y2istheoutputlevelthatmaximizesfirm1sprofit?A:Thepointattainingthehighestiso-profitcurveforfirm1.,y2,y1,.,y2,y1,Iso-ProfitCurvesforFirm1,Q:Firm2choosesy2=y2.Wherealongtheliney2=y2istheoutputlevelthatmaximizesfirm1sprofit?A:Thepointattainingthehighestiso-profitcurveforfirm1.y1isfirm1sbestresponsetoy2=y2.,y2,y1,.,y2,y1,Iso-ProfitCurvesforFirm1,Q:Firm2choosesy2=y2.Wherealongtheliney2=y2istheoutputlevelthatmaximizesfirm1sprofit?A:Thepointattainingthehighestiso-profitcurveforfirm1.y1isfirm1sbestresponsetoy2=y2.,y2,R1(y2),.,y2,y1,y2,R1(y2),y2”,R1(y2”),Iso-ProfitCurvesforFirm1,.,y2,y1,y2,y2”,R1(y2”),R1(y2),Firm1sreactioncurvepassesthroughthe“tops”offirm1siso-profitcurves.,Iso-ProfitCurvesforFirm1,.,y2,y1,Iso-ProfitCurvesforFirm2,Increasingprofitforfirm2.,.,y2,y1,Iso-ProfitCurvesforFirm2,Firm2sreactioncurvepassesthroughthe“tops”offirm2siso-profitcurves.,y2=R2(y1),.,Collusion,Q:AretheCournot-Nashequilibriumprofitsthelargestthatthefirmscanearnintotal?,.,Collusion,y2,y1,y1*,y2*,Arethereotheroutputlevelpairs(y1,y2)thatgivehigherprofitstobothfirms?,(y1*,y2*)istheCournot-Nashequilibrium.,.,Collusion,y2,y1,y1*,y2*,Arethereotheroutputlevelpairs(y1,y2)thatgivehigherprofitstobothfirms?,(y1*,y2*)istheCournot-Nashequilibrium.,.,Collusion,y2,y1,y1*,y2*,Arethereotheroutputlevelpairs(y1,y2)thatgivehigherprofitstobothfirms?,(y1*,y2*)istheCournot-Nashequilibrium.,.,Collusion,y2,y1,y1*,y2*,(y1*,y2*)istheCournot-Nashequilibrium.,HigherP2,HigherP1,.,Collusion,y2,y1,y1*,y2*,HigherP2,HigherP1,y2,y1,.,Collusion,y2,y1,y1*,y2*,y2,y1,HigherP2,HigherP1,.,Collusion,y2,y1,y1*,y2*,y2,y1,HigherP2,HigherP1,(y1,y2)earnshigherprofitsforbothfirmsthandoes(y1*,y2*).,.,Collusion,Sothereareprofitincentivesforbothfirmsto“cooperate”byloweringtheiroutputlevels.Thisiscollusion.Firmsthatcolludearesaidtohaveformedacartel.Iffirmsformacartel,howshouldtheydoit?,.,Collusion,Supposethetwofirmswanttomaximizetheirtotalprofitanddivideitbetweenthem.Theirgoalistochoosecooperativelyoutputlevelsy1andy2thatmaximize,.,Collusion,ThefirmscannotdoworsebycolludingsincetheycancooperativelychoosetheirCournot-NashequilibriumoutputlevelsandsoearntheirCournot-Nashequilibriumprofits.SocollusionmustprovideprofitsatleastaslargeastheirCournot-Nashequilibriumprofits.,.,Collusion,y2,y1,y1*,y2*,y2,y1,HigherP2,HigherP1,(y1,y2)earnshigherprofitsforbothfirmsthandoes(y1*,y2*).,.,Collusion,y2,y1,y1*,y2*,y2,y1,HigherP2,HigherP1,(y1,y2)earnshigherprofitsforbothfirmsthandoes(y1*,y2*).,(y1”,y2”)earnsstillhigherprofitsforbothfirms.,y2”,y1”,.,Collusion,y2,y1,y1*,y2*,(y1,y2)maximizesfirm1sprofitwhileleavingfirm2sprofitattheCournot-Nashequilibriumlevel.,.,Collusion,y2,y1,y1*,y2*,(y1,y2)maximizesfirm1sprofitwhileleavingfirm2sprofitattheCournot-Nashequilibriumlevel.,(y1,y2)maximizesfirm2sprofitwhileleavingfirm1sprofitattheCournot-Nashequilibriumlevel.,_,_,.,Collusion,y2,y1,y1*,y2*,ThepathofoutputpairsthatmaximizeonefirmsprofitwhilegivingtheotherfirmatleastitsCNequilibriumprofit.,.,Collusion,y2,y1,y1*,y2*,ThepathofoutputpairsthatmaximizeonefirmsprofitwhilegivingtheotherfirmatleastitsCNequilibriumprofit.Oneoftheseoutputpairsmustmaximizethecartelsjointprofit.,.,Collusion,y2,y1,y1*,y2*,(y1m,y2m)denotestheoutputlevelsthatmaximizethecartelstotalprofit.,.,Collusion,Issuchacartelstable?Doesonefirmhaveanincentivetocheatontheother?I.e.iffirm1continuestoproducey1munits,isitprofit-maximizingforfirm2tocontinuetoproducey2munits?,.,Collusion,Firm2sprofit-maximizingresponsetoy1=y1misy2=R2(y1m).,.,Collusion,y2,y1,y2=R2(y1m)isfirm2sbestresponsetofirm1choosingy1=y1m.,R2(y1m),y1=R1(y2),firm1sreactioncurve,y2=R2(y1),firm2sreactioncurve,.,Collusion,Firm2sprofit-maximizingresponsetoy1=y1misy2=R2(y1m)y2m.Firm2sprofitincreasesifitcheatsonfirm1byincreasingitsoutputlevelfromy2mtoR2(y1m).,.,Collusion,Similarly,firm1sprofitincreasesifitcheatsonfirm2byincreasingitsoutputlevelfromy1mtoR1(y2m).,.,Collusion,y2,y1,y2=R2(y1m)isfirm2sbestresponsetofirm1choosingy1=y1m.,R1(y2m),y1=R1(y2),firm1sreactioncurve,y2=R2(y1),firm2sreactioncurve,.,Collusion,Soaprofit-seekingcartelinwhichfirmscooperativelysettheiroutputlevelsisfundamentallyunstable.E.g.OPECsbrokenagreements.,.,TheOrderofPlay,Sofarithasbeenassumedthatfirmschoosetheiroutputlevelssimultaneously.Thecompetitionbetweenthefirmsisthenasimultaneousplaygameinwhichtheoutputlevelsarethestrategicvariables.,.,TheOrderofPlay,Whatiffirm1choosesitsoutputlevelfirstandthenfirm2respondstothischoice?Firm1isthenaleader.Firm2isafollower.Thecompetitionisasequentialgameinwhichtheoutputlevelsarethestrategicvariables.,.,TheOrderofPlay,SuchgamesarevonStackelberggames.Isitbettertobetheleader?Orisitbettertobethefollower?,.,StackelbergGames,Q:Whatisthebestresponsethatfollowerfirm2canmaketothechoicey1alreadymadebytheleader,firm1?,.,StackelbergGames,Q:Whatisthebestresponsethatfollowerfirm2canmaketothechoicey1alreadymadebytheleader,firm1?A:Choosey2=R2(y1).,.,StackelbergGames,Q:Whatisthebestresponsethatfollowerfirm2canmaketothechoicey1alreadymadebytheleader,firm1?A:Choosey2=R2(y1).Firm1knowsthisandsoperfectlyanticipatesfirm2sreactiontoanyy1chosenbyfirm1.,.,StackelbergGames,Thismakestheleadersprofitfunction,.,StackelbergGames,ThismakestheleadersprofitfunctionTheleaderthenchoosesy1tomaximizeitsprofitlevel.,.,StackelbergGames,ThismakestheleadersprofitfunctionTheleaderchoosesy1tomaximizeitsprofit.Q:WilltheleadermakeaprofitatleastaslargeasitsCournot-Nashequilibriumprofit?,.,StackelbergGames,A:Yes.TheleadercouldchooseitsCournot-Nashoutputlevel,knowingthatthefollowerwouldthenalsochooseitsC-Noutputlevel.TheleadersprofitwouldthenbeitsC-Nprofit.Buttheleaderdoesnothavetodothis,soitsprofitmustbeatleastaslargeasitsC-Nprofit.,.,StackelbergGames;AnExample,Themarketinversedemandfunctionisp=60-yT.Thefirmscostfunctionsarec1(y1)=y12andc2(y2)=15y2+y22.Firm2isthefollower.Itsreactionfunctionis,.,StackelbergGames;AnExample,Theleadersprofitfunctionistherefore,.,StackelbergGames;AnExample,Theleadersprofitfunctionistherefore,Foraprofit-maximum,.,StackelbergGames;AnExample,Q:Whatisfirm2sresponsetotheleaderschoice,.,StackelbergGames;AnExample,Q:Whatisfirm2sresponsetotheleaderschoiceA:,.,StackelbergGames;AnExample,Q:Whatisfirm2sresponsetotheleaderschoiceA:,TheC-Noutputlevelsare(y1*,y2*)=(13,8)sotheleaderproducesmorethanitsC-NoutputandthefollowerproduceslessthanitsC-Noutput.Thisistruegenerally.,.,StackelbergGames,y2,y1,y1*,y2*,(y1*,y2*)istheCournot-Nashequilibrium.,HigherP2,HigherP1,.,StackelbergGames,y2,y1,y1*,y2*,(y1*,y2*)istheCournot-Nashequilibrium.,HigherP1,Followersreactioncurve,.,StackelbergGames,y2,y1,y1*,y2*,(y1*,y2*)istheCournot-Nashequilibrium.(y1S,y2S)istheStackelbergequilibrium.,HigherP1,y1S,Followersreactioncurve,y2S,.,StackelbergGames,y2,y1,y1*,y2*,(y1*,y2*)istheCournot-Nashequilibrium.(y1S,y2S)istheStackelbergequilibrium.,y1S,Followersreactioncurve,y2S,.,PriceCompetition,Whatiffirmscompeteusingonlyprice-settingstrategies,insteadofusingonlyquantity-settingstrategies?GamesinwhichfirmsuseonlypricestrategiesandplaysimultaneouslyareBertrandgames.,.,BertrandGames,Eachfirmsmarginalproductioncostisconstantatc.Allfirmssettheirpricessimultaneously.Q:IsthereaNashequilibrium?,.,BertrandGames,Eachfirmsmarginalproductioncostisconstantatc.Allfirmssimultaneouslysettheirprices.Q:IsthereaNashequilibrium?A:Yes.Exactlyone.,.,BertrandGames,Eachfirmsmarginalproductioncostisconstantatc.Allfirmssimultaneouslysettheirprices.Q:IsthereaNashequilibrium?A:Yes.Exactlyone.Allfirmssettheirpricesequaltothemarginalcostc.Why?,.,BertrandGames,Supposeonefirmsetsitspricehigherthananotherfirmsprice.,.,BertrandGames,Supposeonefirmsetsitspricehigherthananotherfirmsprice.Thenthehigher-pricedfirmwouldhavenocustomers.,.,BertrandGames,Supposeonefirmsetsitspricehigherthananotherfirmsprice.Thenthehigher-pricedfirmwouldhavenocustomers.Hence,atanequilibrium,allfirmsmustsetthesameprice.,.,BertrandGames,Supposethecommonpricesetbyallfirmishigherthanm
溫馨提示
- 1. 本站所有資源如無(wú)特殊說(shuō)明,都需要本地電腦安裝OFFICE2007和PDF閱讀器。圖紙軟件為CAD,CAXA,PROE,UG,SolidWorks等.壓縮文件請(qǐng)下載最新的WinRAR軟件解壓。
- 2. 本站的文檔不包含任何第三方提供的附件圖紙等,如果需要附件,請(qǐng)聯(lián)系上傳者。文件的所有權(quán)益歸上傳用戶所有。
- 3. 本站RAR壓縮包中若帶圖紙,網(wǎng)頁(yè)內(nèi)容里面會(huì)有圖紙預(yù)覽,若沒(méi)有圖紙預(yù)覽就沒(méi)有圖紙。
- 4. 未經(jīng)權(quán)益所有人同意不得將文件中的內(nèi)容挪作商業(yè)或盈利用途。
- 5. 人人文庫(kù)網(wǎng)僅提供信息存儲(chǔ)空間,僅對(duì)用戶上傳內(nèi)容的表現(xiàn)方式做保護(hù)處理,對(duì)用戶上傳分享的文檔內(nèi)容本身不做任何修改或編輯,并不能對(duì)任何下載內(nèi)容負(fù)責(zé)。
- 6. 下載文件中如有侵權(quán)或不適當(dāng)內(nèi)容,請(qǐng)與我們聯(lián)系,我們立即糾正。
- 7. 本站不保證下載資源的準(zhǔn)確性、安全性和完整性, 同時(shí)也不承擔(dān)用戶因使用這些下載資源對(duì)自己和他人造成任何形式的傷害或損失。
最新文檔
- 藍(lán)色企業(yè)會(huì)議紀(jì)要培訓(xùn)
- 電子出版物批發(fā)企業(yè)數(shù)字化轉(zhuǎn)型與智慧升級(jí)戰(zhàn)略研究報(bào)告
- 智能烤面包機(jī)行業(yè)跨境出海戰(zhàn)略研究報(bào)告
- 創(chuàng)業(yè)機(jī)會(huì)的評(píng)估方法
- 證券公司述職報(bào)告
- 商鋪招商上半年工作總結(jié)
- 質(zhì)保部工作流程
- 二零二五年度文化節(jié)贊助協(xié)議范本
- 2025年度能源行業(yè)勞動(dòng)合同節(jié)能減排合同
- 二零二五年度農(nóng)村宅基地使用權(quán)買賣合同及農(nóng)業(yè)產(chǎn)業(yè)結(jié)構(gòu)調(diào)整協(xié)議
- (二模)長(zhǎng)春市2025屆高三質(zhì)量監(jiān)測(cè)(二)地理試卷(含答案)
- 2025天津市建筑安全員-C證考試題庫(kù)
- 2025年河南省高職單招計(jì)算機(jī)類職業(yè)技能測(cè)試題(附答案)
- GB/T 18936-2025禽流感診斷技術(shù)
- 《主題四 雞蛋撞地球》教學(xué)設(shè)計(jì)-2023-2024學(xué)年六年級(jí)下冊(cè)綜合實(shí)踐活動(dòng)遼師大版
- 2025年國(guó)航機(jī)務(wù)系統(tǒng)AMECO工程師崗位校園招聘筆試參考題庫(kù)附帶答案詳解
- 新生兒病理性黃疸病例討論
- 巨量千川中級(jí)營(yíng)銷師認(rèn)證考試題(附答案)
- 2025中智集團(tuán)招聘高頻重點(diǎn)提升(共500題)附帶答案詳解
- 《公路工程造價(jià)標(biāo)準(zhǔn)高海拔高寒地區(qū)補(bǔ)充規(guī)定》
- 金融公司早會(huì)內(nèi)容
評(píng)論
0/150
提交評(píng)論