The Financial Crises of the 21st Century Workshop of the Austrian Research Association (Österreichische Forschungsgemeinschaft) 18. - 19. 10. 2012 Economic Attitudes in Financial Crises: The Democratic Challenge Raymond Duch, Official Fellow & Director of Centre for Experimental Social Sciences Nuffield College Oxford raymond.duch@nuffield.ox.ac.uk
Figure: Change in Gap between Bottom and Top Decile Income Growth Q8+5;7,.% <+--F-% /I,42% )+-.,21% DG4.-% P;+M-=% O-.74;9% C+,2F-% N;27,+=% :;*5+4,% D,2,1,% L-29,+M% K,I,2% )5,.=% J-A4F8% >-5G-+.,21*% DE-FG%H-I;B.4F% C42.,21% >8+0,=% @;A-9B8;+7% >-0%?-,.,21% 3245-1%/5,5-*% <-+9,2=% :;*5+,.4,% 3245-1%6427189% /0-1-2% )*+,-.%!"#$%!"#&%!'#$%!'#&%!&#$% &#&% &#$% '#&% '#$% "#&% "#$% (#&%
Figure: Total Tax Revenue as Percent of GDP Q,)I/34$.A,-,)$ <+/95$ P,9E*2I$ F73A/5$ 820+3*/$ O*)9/)-$ O3/)@,$ N2)E/35$ F,+J,39/)-0$ L2M,I?723E$.97=,)*/$ C,3I/)5$ K0+7)*/$ HB,@J$>,;2?9*@$ ()*+,-$6*)E-7I$ <@,9/)-$ H/)/-/$ D79/)-$ F,A$G,/9/)-$ <03/,9$.;/*)$ D73+2E/9$ C3,,@,$.A*+B,39/)-$.97=/4$>,;2?9*@$ <3,9/)-$ :/;/)$ 820+3/9*/$ 673,/$ 1234,5$ ()*+,-$.+/+,0$!"#"$!%#"$ &"#"$ &%#"$ '"#"$ '%#"$ %"#"$
Euro-Financial Crisis and Unfair Outcomes
Euro-Financial Crisis and Unfair Outcomes Reductions in government spending
Euro-Financial Crisis and Unfair Outcomes Reductions in government spending Higher taxes
Euro-Financial Crisis and Unfair Outcomes Reductions in government spending Higher taxes Shrinking economy and higher unemployment
Euro-Financial Crisis and Unfair Outcomes Reductions in government spending Higher taxes Shrinking economy and higher unemployment Results
Euro-Financial Crisis and Unfair Outcomes Reductions in government spending Higher taxes Shrinking economy and higher unemployment Results (Uneven) declining real income
Euro-Financial Crisis and Unfair Outcomes Reductions in government spending Higher taxes Shrinking economy and higher unemployment Results (Uneven) declining real income Less redistribution and more inequality
Euro-Financial Crisis and Unfair Outcomes Reductions in government spending Higher taxes Shrinking economy and higher unemployment Results (Uneven) declining real income Less redistribution and more inequality
Why Unfairness is a Political Challenge
Why Unfairness is a Political Challenge The economic vote
Why Unfairness is a Political Challenge The economic vote Incumbents are punished for poor economic performance
Why Unfairness is a Political Challenge The economic vote Incumbents are punished for poor economic performance Meltzer and Richards
Why Unfairness is a Political Challenge The economic vote Incumbents are punished for poor economic performance Meltzer and Richards Redistributive preferences of the median voter
Why Unfairness is a Political Challenge The economic vote Incumbents are punished for poor economic performance Meltzer and Richards Redistributive preferences of the median voter
Figure: EU Consumer Confidence Index: Spain!"#$!"%$!&#$!&%$!'#$!'%$!#$ %$ #$ '%$ '#$ ()*!+#$,-.!+#$ /)0!+1$ 234!+1$ /)5!+6$ 783!+6$ (-9!++$ :8;!+<$ =8>!+<$,>0!<%$?@A!<%$ (-*!<'$ ()*!<&$,-.!<&$ /)0!<"$ 234!<"$ /)5!<B$ 783!<B$ (-9!<#$ :8;!<1$ =8>!<1$,>0!<6$?@A!<6$ (-*!<+$ ()*!<<$,-.!<<$ /)0!%%$ 234!%%$ /)5!%'$ 783!%'$ (-9!%&$ :8;!%"$ =8>!%"$,>0!%B$?@A!%B$ (-*!%#$ ()*!%1$,-.!%1$ /)0!%6$ 234!%6$ /)5!%+$ 783!%+$ (-9!%<$ :8;!'%$ =8>!'%$,>0!''$?@A!''$
Figure: EU Consumer Confidence Index: Greece!"#$!%#$!&#$!'#$!(#$!)#$!*#$!+#$!,#$ #$,#$ +#$ -./!%($ 012!%($ 3.4!%'$ -./!%&$ 012!%&$ 3.4!%%$ -./!%"$ 012!%"$ 3.4!"#$ -./!",$ 012!",$ 3.4!"+$ -./!"*$ 012!"*$ 3.4!")$ -./!"($ 012!"($ 3.4!"'$ -./!"&$ 012!"&$ 3.4!"%$ -./!""$ 012!""$ 3.4!##$ -./!#,$ 012!#,$ 3.4!#+$ -./!#*$ 012!#*$ 3.4!#)$ -./!#($ 012!#($ 3.4!#'$ -./!#&$ 012!#&$ 3.4!#%$ -./!#"$ 012!#"$ 3.4!,#$ -./!,,$ 012!,,$ 3.4!,+$
Figure: EU Consumer Confidence Index: Germany!"#$!%&$!%#$!&$ #$ &$ %#$ '()!*&$ +,-!*&$.(/!*0$ '()!*1$ +,-!*1$.(/!**$ '()!*2$ +,-!*2$.(/!2#$ '()!2%$ +,-!2%$.(/!2"$ '()!23$ +,-!23$.(/!24$ '()!2&$ +,-!2&$.(/!20$ '()!21$ +,-!21$.(/!2*$ '()!22$ +,-!22$.(/!##$ '()!#%$ +,-!#%$.(/!#"$ '()!#3$ +,-!#3$.(/!#4$ '()!#&$ +,-!#&$.(/!#0$ '()!#1$ +,-!#1$.(/!#*$ '()!#2$ +,-!#2$.(/!%#$ '()!%%$ +,-!%%$.(/!%"$
Figure: Duch and Stevenson Economic Vote 0.2 australia belgium canada denmark france 0.0-0.2-0.4 Economic Vote of the Chief Executive 0.2 0.0-0.2-0.4 0.2 0.0-0.2-0.4 germany greece iceland ireland italy netherlands new zealand norway portugal spain 80 85 90 95 0 0.2 sweden uk us congress us president 0.0-0.2-0.4 80 85 90 95 0 80 85 90 95 0 80 85 90 95 0 80 85 90 95 0 Note: One Greek upper confidence interval is truncated Date
Figure: Duch and Stevenson Economic Vote germany greece 0.2 0.0 Economic Vote of the Chief Executive -0.2-0.4 0.2 0.0 ireland spain -0.2-0.4 80 85 90 95 0 80 85 90 95 0 Note: One Greek upper confidence interval is truncated Date
Unfairness and Collective Decision Making
Unfairness and Collective Decision Making responsibility attribution strategies for collective decisions
Unfairness and Collective Decision Making responsibility attribution strategies for collective decisions we have very little insight into how voters decide who to punish for unfair decisions
Unfairness and Collective Decision Making responsibility attribution strategies for collective decisions we have very little insight into how voters decide who to punish for unfair decisions strategic unfairness in collective decision making
Unfairness and Collective Decision Making responsibility attribution strategies for collective decisions we have very little insight into how voters decide who to punish for unfair decisions strategic unfairness in collective decision making do individual decision makers (parties?) exploit strategic opportunities to enact unfair decisions?
Unfairness and Collective Decision Making responsibility attribution strategies for collective decisions we have very little insight into how voters decide who to punish for unfair decisions strategic unfairness in collective decision making do individual decision makers (parties?) exploit strategic opportunities to enact unfair decisions?
Slovakia Italy Latvia Lithuania Slovenia Poland Romania Albania Finland Hungary Estonia Denmark France Belgium Norway Czech Bulgaria Netherlands Germany Ireland Portugal Luxembourg Iceland Australia Sweden Spain Austria New Zealand Greece Malta UK Canada Japan Croatia 2 4 6 8 Effective Number of Coalition Parties
SPD FDP Greens CDU Linke
Greens Linke SPD CDU + FDP
Who gets the Credit? What Heuristics?
Who gets the Credit? What Heuristics? Recall CDU/CSU have 69% of cabinet seats and FDP has 31%
Who gets the Credit? What Heuristics? Recall CDU/CSU have 69% of cabinet seats and FDP has 31% What might be a rational voter s decision rule?
Who gets the Credit? What Heuristics? Recall CDU/CSU have 69% of cabinet seats and FDP has 31% What might be a rational voter s decision rule? All the credit to Merkel and her CDU/CSU party because they are a veto player
Who gets the Credit? What Heuristics? Recall CDU/CSU have 69% of cabinet seats and FDP has 31% What might be a rational voter s decision rule? All the credit to Merkel and her CDU/CSU party because they are a veto player Split the credit between CDU and FDP?
Who gets the Credit? What Heuristics? Recall CDU/CSU have 69% of cabinet seats and FDP has 31% What might be a rational voter s decision rule? All the credit to Merkel and her CDU/CSU party because they are a veto player Split the credit between CDU and FDP? All the credit to FDP because they proposed the economic policies?
Who gets the Credit? What Heuristics? Recall CDU/CSU have 69% of cabinet seats and FDP has 31% What might be a rational voter s decision rule? All the credit to Merkel and her CDU/CSU party because they are a veto player Split the credit between CDU and FDP? All the credit to FDP because they proposed the economic policies? 31% of credit to the FDP and 69% to the CDU
Who gets the Credit? What Heuristics? Recall CDU/CSU have 69% of cabinet seats and FDP has 31% What might be a rational voter s decision rule? All the credit to Merkel and her CDU/CSU party because they are a veto player Split the credit between CDU and FDP? All the credit to FDP because they proposed the economic policies? 31% of credit to the FDP and 69% to the CDU
Coalition Decision = Collective Dictator Game
Coalition Decision = Collective Dictator Game Coalition cabinets make collective decisions
Coalition Decision = Collective Dictator Game Coalition cabinets make collective decisions Decision makers have varying decision making weight
Coalition Decision = Collective Dictator Game Coalition cabinets make collective decisions Decision makers have varying decision making weight Decision makers vary in agenda setting power
Coalition Decision = Collective Dictator Game Coalition cabinets make collective decisions Decision makers have varying decision making weight Decision makers vary in agenda setting power Decision makers may have veto power
Coalition Decision = Collective Dictator Game Coalition cabinets make collective decisions Decision makers have varying decision making weight Decision makers vary in agenda setting power Decision makers may have veto power Decisions get rewarded or punished
Coalition Decision = Collective Dictator Game Coalition cabinets make collective decisions Decision makers have varying decision making weight Decision makers vary in agenda setting power Decision makers may have veto power Decisions get rewarded or punished This is a collective Dictator Game with Punishment
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Table: Experimental Design (Session 2-4) n = 71 Allocating DM Known Voting Weight Distribution No Yes 53, 29, 10, 6, 2 6 9 48, 19, 14, 11, 8 6 9 38, 21, 17, 13, 11 6 9 23, 21, 20, 19, 17 6 9
Figure: Information Context of Heuristics
Figure: The Impact of Voting Weights and Proposal Powers on Punishment Distribution = {2, 6, 10, 29, 53} Distribution = {8, 11, 14, 19, 48} Predicted Share of Punishment 0.2.4.6.8 1 Predicted Share of Punishment 0.2.4.6.8 1 2 6 10 29 53 Vote Weight 8 11 14 19 48 Vote Weight Distribution = {11, 13, 17, 21, 38} Distribution = {17, 19, 20, 21, 23} Predicted Share of Punishment 0.2.4.6.8 1 Predicted Share of Punishment 0.2.4.6.8 1 11 13 17 21 38 Vote Weight 17 19 20 21 23 Vote Weight
Figure: The Impact of Voting Weights and Proposal Powers on Punishment Predicted Share of Punishment 0.2.4.6.8 1 23 38 48 53 Voting Weight
Conclusion
Conclusion Recipients in dictator game punish unfair allocations
Conclusion Recipients in dictator game punish unfair allocations Punishment weakly correlated with voting weight of DM
Conclusion Recipients in dictator game punish unfair allocations Punishment weakly correlated with voting weight of DM Negative agenda power relatively unimportant
Conclusion Recipients in dictator game punish unfair allocations Punishment weakly correlated with voting weight of DM Negative agenda power relatively unimportant Largest party heuristic
Conclusion Recipients in dictator game punish unfair allocations Punishment weakly correlated with voting weight of DM Negative agenda power relatively unimportant Largest party heuristic Positive agenda power heuristic
Conclusion Recipients in dictator game punish unfair allocations Punishment weakly correlated with voting weight of DM Negative agenda power relatively unimportant Largest party heuristic Positive agenda power heuristic
Another collective dictator game
Another collective dictator game other-regarding preferences in decision making concerning distribution of money, when there are many decision-makers as opposed to one as in the standard dictator game.
Another collective dictator game other-regarding preferences in decision making concerning distribution of money, when there are many decision-makers as opposed to one as in the standard dictator game. We allow the recipients to costly punish the decision-makers.
Another collective dictator game other-regarding preferences in decision making concerning distribution of money, when there are many decision-makers as opposed to one as in the standard dictator game. We allow the recipients to costly punish the decision-makers. We frame our general decision problem in a political context, in which the decision-makers are political parties and the recipients are voters.
Experimental design Large-scale internet experiment:denmark;june-july 2011.
Experimental design Large-scale internet experiment:denmark;june-july 2011. Part of a wave of internet experiments (ilee4, U. Copenhagen).
Experimental design Large-scale internet experiment:denmark;june-july 2011. Part of a wave of internet experiments (ilee4, U. Copenhagen). 689 quasi-representative subjects.
Experimental design Large-scale internet experiment:denmark;june-july 2011. Part of a wave of internet experiments (ilee4, U. Copenhagen). 689 quasi-representative subjects. Average earnings per subject: DKK 16.25, where $1 DKK 5.7.
Experimental design Large-scale internet experiment:denmark;june-july 2011. Part of a wave of internet experiments (ilee4, U. Copenhagen). 689 quasi-representative subjects. Average earnings per subject: DKK 16.25, where $1 DKK 5.7. Minimum earnings: DKK -60. Maximum earnings: DKK 87.
Experimental design Large-scale internet experiment:denmark;june-july 2011. Part of a wave of internet experiments (ilee4, U. Copenhagen). 689 quasi-representative subjects. Average earnings per subject: DKK 16.25, where $1 DKK 5.7. Minimum earnings: DKK -60. Maximum earnings: DKK 87. Losses covered with positive earnings from other experiments.
Experimental design Large-scale internet experiment:denmark;june-july 2011. Part of a wave of internet experiments (ilee4, U. Copenhagen). 689 quasi-representative subjects. Average earnings per subject: DKK 16.25, where $1 DKK 5.7. Minimum earnings: DKK -60. Maximum earnings: DKK 87. Losses covered with positive earnings from other experiments.
The Game
The Game Three parties and three voters are matched. 31 yes-votes needed to pass legislation in 60-seat parliament.
The Game Three parties and three voters are matched. 31 yes-votes needed to pass legislation in 60-seat parliament. Majority treatment: Party 1 has 40 seats in the parliament, whereas Party 2 and 3 both have 10 seats.
The Game Three parties and three voters are matched. 31 yes-votes needed to pass legislation in 60-seat parliament. Majority treatment: Party 1 has 40 seats in the parliament, whereas Party 2 and 3 both have 10 seats. Shared treatment: All three parties have 20 seats in the parliament.
The Game Three parties and three voters are matched. 31 yes-votes needed to pass legislation in 60-seat parliament. Majority treatment: Party 1 has 40 seats in the parliament, whereas Party 2 and 3 both have 10 seats. Shared treatment: All three parties have 20 seats in the parliament.
Stage 1 The parties vote yes or no to four exogenously given, unfair proposals about distributions of DKK 180 between the parties and voters.
Stage 1 The parties vote yes or no to four exogenously given, unfair proposals about distributions of DKK 180 between the parties and voters. See Table. The proposals are shown in random order. Table: Payoffs per subject, DKK If passed If rejected Proposal Per party Per voter Per party Per voter (33/27) 33 27 0 0 (57/3) 57 3 0 0 (63/-3) 63-3 0 0 (87/-27) 87-27 0 0
Stage 2 The voters can punish the parties.
Stage 2 The voters can punish the parties. Each voter can maximally punish the three parties by DKK 40 and each party can maximally be punished by DKK 120 (= 3 DKK 40).
Stage 2 The voters can punish the parties. Each voter can maximally punish the three parties by DKK 40 and each party can maximally be punished by DKK 120 (= 3 DKK 40). The voters marginal cost of punishing is DKK 0.1.
Stage 2 The voters can punish the parties. Each voter can maximally punish the three parties by DKK 40 and each party can maximally be punished by DKK 120 (= 3 DKK 40). The voters marginal cost of punishing is DKK 0.1. We elicit punishments via the strategy method.
Stage 2 The voters can punish the parties. Each voter can maximally punish the three parties by DKK 40 and each party can maximally be punished by DKK 120 (= 3 DKK 40). The voters marginal cost of punishing is DKK 0.1. We elicit punishments via the strategy method. We pay out the outcome for one of the four proposals.
Stage 2 The voters can punish the parties. Each voter can maximally punish the three parties by DKK 40 and each party can maximally be punished by DKK 120 (= 3 DKK 40). The voters marginal cost of punishing is DKK 0.1. We elicit punishments via the strategy method. We pay out the outcome for one of the four proposals.
Does shared responsibility breed unfairness? We compare the proportions of passes between treatments with a Pearson s 2 -test. See Figure
Does shared responsibility breed unfairness? We compare the proportions of passes between treatments with a Pearson s 2 -test. See Figure The answer is yes at the 10%-level, but no at the 5%-level ( 2 =3.23,p=.0723).
Figure: Shares of Parliaments that Pass
Very Preliminary Conclusion Part III preliminary evidence that collective decision makers anticipate punishment
Very Preliminary Conclusion Part III preliminary evidence that collective decision makers anticipate punishment preliminary evidence that decision makers exploit opportunity to avoid responsibility attribution
Very Preliminary Conclusion Part III preliminary evidence that collective decision makers anticipate punishment preliminary evidence that decision makers exploit opportunity to avoid responsibility attribution preliminary evidence that shared responsibility breeds unfairness
Very Preliminary Conclusion Part III preliminary evidence that collective decision makers anticipate punishment preliminary evidence that decision makers exploit opportunity to avoid responsibility attribution preliminary evidence that shared responsibility breeds unfairness