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spa auction class data s11 2 bidder

Course: ECON 177, Fall 2009
School: UCSB
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2-bidder SPA Spring 2011 Average overbid: 100 -6.6855 Number of value bids: Percent value bid: 89 0.3708 90 Number of bids within $1 of value bid: Percent bids within $1 of value bid: 80 Average Revenue: 26.06775 Average earnings earnings: 194.0725 70 Highest (Bidder 41) 289.98 Coefficients Standard Error Intercept 0.9958 1.2308 Slope 0.8409 0.0220 60 Bids 112 0.4667 50 40 30 20 10 0 0 10...

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2-bidder SPA Spring 2011 Average overbid: 100 -6.6855 Number of value bids: Percent value bid: 89 0.3708 90 Number of bids within $1 of value bid: Percent bids within $1 of value bid: 80 Average Revenue: 26.06775 Average earnings earnings: 194.0725 70 Highest (Bidder 41) 289.98 Coefficients Standard Error Intercept 0.9958 1.2308 Slope 0.8409 0.0220 60 Bids 112 0.4667 50 40 30 20 10 0 0 10 20 30 40 50 Values 60 70 80 90 100
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SPA 5-bidder Spring 11Average overbid: -4.111100Number of value bids: 92Percent value bid:0.383390Number of bids within $1 of value bid: 116Percent bids within $1 of value bid:0.483380Average Revenue 61.5332470Coefficients Standard ErrorInte
University of Florida - MAC - 3473
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Econ 204A - Midterm ExamFall 2010This exam is closed book. Most points are given for the correct set-up of a problem and foreconomically insightful interpretations.Problem 1 (50p)Consider a Solow model with general production function Y = F (K , AL)
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Supplementary Note on the OG ModelEcon 204A - Prof. BohnHere are some comments on Romers exposition and on general OG dynamics. Read Romers Section2.9 carefully as it lays out the individual problem. In Romers Section 2.10, the key equation for thedyn
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Collection of Practice ProblemsEcon 204AHenning Bohn*In previous years, students have often asked me about practice problems in addition to the problemsets. Here is a collection. Some will be assigned for the weekly problem sets. I hope the others are
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(4c)-P.1Overlapping Generations & Dynamic InefficiencyMotivating example: Why inefficiency may be empirically relevant and deserves analysis. Assume log-utility, Cobb-Douglas production, depreciation >0 Steady state:=>rt +1 = f ' (k t +1 ) = k t +1
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Parametersalphabetaphirho0.40.960.50.616Steady stategss0.1Kss0.186248Css0.298773Gss0.051055Yss0.536075Time Seriesg_tK_tC_tG_tY_t0.1 0.186248 0.298773 0.051055 0.5360750.1 0.186248 0.298773 0.051055 0.5360750.5 0.186248 0.235873
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