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Berkeley - E - 219
219B Problem Set 1 Due in class on Jan. 28, 2008 Present Bias and Retirement SavingsQuestion #1 In this Question we consider the impact of self-control problems on investment in retirement savings. Consider a present-biased individual that is cons
Berkeley - E - 219
219B Problem Set 1 Due in class on Jan. 28, 2009 Present Bias and Retirement SavingsQuestion #1 In this Question we consider the impact of self-control problems on investment in retirement savings. Consider a present-biased individual that is cons
Berkeley - E - 219
219B Problem Set 2 Due in class on Feb. 18, 2009 Reference DependenceQuestion #1 In this Question and the next we consider the impact of reference dependence on labor supply. Consider Colin, a reference-dependent cab driver deciding how many hours
Berkeley - E - 219
Applications of Psychology and Economics Econ 219B Spring 2009 Wednesday 12-3, 639 Evans Hall Instructor: Stefano DellaVigna, 515 Evans Hall sdellavi@econ.berkeley.edu. Office Hours:Syllabus Features of this courseThis course is the continuation
Berkeley - E - 101
Ec101A Prof. Stefano DellaVignaSyllabus and Administrative Issues 1ECONOMICS 101A SPRING 2009 MICROECONOMIC THEORY SYLLABUS (1/19/09)Welcome to Economics 101A! This course is meant to introduce you to the world of formal economic modeling. Eco
Berkeley - E - 101
Economics 101A (Lecture 1)Stefano DellaVignaJanuary 20, 2009Outline1. Who are we?2. Prerequisites for the course3. A test in maths4. The economics of discrimination5. Optimization with 1 variable1Who are we?Stefano DellaVigna
Berkeley - E - 101
Economics 101A (Lecture 2)Stefano DellaVignaJanuary 22, 2009Outline1. Optimization with 1 variable2. Multivariate optimization3. Comparative Statics4. Implicit function theorem1Optimization with 1 variable Nicholson, Ch.2, pp. 20-2
Berkeley - E - 101
Economics 101A (Lecture 3)Stefano DellaVignaJanuary 27, 2009Outline1. Implicit Function Theorem II2. Envelope Theorem3. Convexity and concavity4. Constrained Maximization1Implicit function theorem II Multivariate implicit function
Berkeley - E - 101
Economics 101A (Lecture 4)Stefano DellaVignaJanuary 29, 2009Outline1. Convexity and concavity II2. Constrained Maximization3. Envelope Theorem II4. Preferences1Convexity and concavity Alternative characterization of convexity. A f
Berkeley - E - 101
Economics 101A (Lecture 5)Stefano DellaVignaFebruary 3, 2009Outline1. Properties of Preferences2. From Preferences to Utility (and viceversa)3. Common Utility Functions4. Utility maximization1Properties of Preferences Nicholson, Ch
Berkeley - E - 101
Economics 101A (Lecture 6)Stefano DellaVignaFebruary 5, 2009Outline1. From Preferences to Utility (and viceversa)2. Common Utility Functions3. Utility maximization1From preferences to utility Nicholson, Ch. 3 Economists like to use
Berkeley - E - 101
Econ 101A Problem Set 1 Due in class on Th 5 February. No late Problem Sets accepted, sorry! This Problem set tests the knowledge that you accumulated in the rst 4 lectures. It is mostly on the mathematical techniques that we developed, but there is
Berkeley - E - 101
Econ 101A Problem Set 1 Solution Problem 1. Univariate unconstrained maximization. (10 points) Consider the following maximization problem: max f (x; x0 ) = exp(x x0 )2 )x1. Write down the rst order conditions for this problem with respect to
Berkeley - E - 270
Economics 270C Graduate Development Economics SPRING 2009 SYLLABUS Professor Edward Miguel (emiguel@econ.berkeley.edu, 510-642-7162) Lectures: Tuesday 2-4 pm, Evans 597 Office Hours: Monday 9-11 am, Evans 647 Prof. Miguels Assistant: Carol Smallfiel
Berkeley - E - 270
Economics 270c Graduate Development EconomicsProfessor Ted Miguel Department of Economics University of California, BerkeleyEconomics 270c Graduate Development EconomicsLecture 1 January 20, 2009Lecture 1: Introduction to Economics 270c Lec
Berkeley - E - 270
Economics 270c Graduate Development EconomicsProfessor Ted Miguel Department of Economics University of California, BerkeleyEconomics 270c Graduate Development EconomicsLecture 2 January 27, 2009Lecture 1: Introduction to Economics 270c Lec
Berkeley - E - 115
January 14, 2009The World Economy in the Twentieth CenturyEconomics 115 Spring 2009 Tues. & Thurs. 12:30-2:00 p.m. 390 Hearst Mining Barry Eichengreen Department of Economics University of California, BerkeleySyllabus and Reading ListEconomics
Berkeley - E - 115
Department of Economics University of California Berkeley, CA 94720 Problem SetEconomics 115 20 Century World Economy Spring 2008thThis problem set comes in three parts. Type/wordprocess your answers. Be sure to complete all parts. Compose your
Berkeley - E - 219
Applications of Psychology and Economics Econ 219B Spring 2007 Wednesday 12-3, 639 Evans Hall Instructor: Stefano DellaVigna, 515 Evans Hall sdellavi@econ.berkeley.edu. Office Hours:Syllabus Features of this courseThis course is the continuation
Berkeley - E - 101
Ec101A Prof. Stefano DellaVignaSyllabus and Administrative Issues 1ECONOMICS 101A FALL 2006 MICROECONOMIC THEORY SYLLABUS (10/20/06)This course is meant to introduce you to the world of formal economic modeling. Economic models are typically m
Berkeley - ARE - 118
Department of Agricultural & Resource Economics University of California Berkeley EEP 118 / IAS 118 Introductory Applied Econometrics Midterm Solutions 1. n = 440, x = 10656 , s = 4200, c = 1.96 4200 SE() = x = 210 400 CI = [10656 1.96 210, 1065
Berkeley - ARE - 118
Midterm Review- Fall 2008 Exercises from previous years midterms 2004: #1. (5 points) Denote by X the number of miles per gallon achieved by cars of a particular model. You are told that X : N ( = = ) . What is the probability that for a random s
Berkeley - ARE - 118
Midterm Review- Fall 2008 Exercises from previous years midterms 2004: #1. (5 points) Denote by X the number of miles per gallon achieved by cars of a particular model. You are told that X : N ( = = ) . What is the probability that for a random s
Berkeley - ARE - 118
ENVECON 118 / IAS 118 University of California at Berkeley Practice exercise for Thursday November 20 (from final 2006)Elisabeth Sadoulet Fall 20087. (20 points) Using panel data for 5 North-African countries (Morocco, Algeria, Tunisia, Libya, an
Berkeley - ARE - 118
ENVECON 118 / IAS 118 University of California at Berkeley Practice exercise due in class on Tuesday November 18 Health effect of air pollutionElisabeth Sadoulet Fall 2008Suppose you collect data on age, gender, mothers education, and health indi
Berkeley - ARE - 118
4.5(i) .412 1.96(.094), or about .228 to .596. (ii) No, because the value .4 is well inside the 95% CI. (iii) Yes, because 1 is well outside the 95% CI.4.6(i) H0 : 0 = 0; H1 : 0 = 0 t = 14.470 = 0.89 16.27 5% conf level, df = 86: c = 1.99 t < c:
Berkeley - ARE - 118
C.1 (i) This is just a special case of what we covered in the text, with n = 4: E(Y ) = and Var(Y ) = 2/4. (ii) E(W) = E(Y1)/8 + E(Y2)/8 + E(Y3)/4 + E(Y4)/2 = [(1/8) + (1/8) + (1/4) + (1/2)] = (1 + 1 + 2 + 4)/8 = , which shows that W is unbiased. Be
Berkeley - ARE - 118
3.9 (i) !1 < 0 because more pollution can be expected to lower housing values; note that !1 is the elasticity of price with respect to nox. ! 2 is probably positive because rooms roughly measures the size of a house. (However, it does not allow us to
Berkeley - ARE - 118
2.5 (i) The intercept implies that when inc = 0, cons is predicted to be negative $124.84. This, of course, cannot be true, and reflects that fact that this consumption function might be a poor predictor of consumption at very low-income levels. On t
Berkeley - ARE - 118
Department of Agricultural & Resource Economics University of California Berkeley EEP 118 / IAS 118 Introductory Applied Econometrics Section 3, September 17th, 2008 Working with NotationKelly Jones Fall 2008For each given notation, ll in the nu
Berkeley - ARE - 118
Department of Agricultural & Resource Economics University of California Berkeley EEP 118 / IAS 118 Introductory Applied Econometrics Section 3, September 17th, 2008 Working with NotationKelly Jones Fall 2008For each given notation, ll in the nu
Berkeley - ARE - 118
EEP/IAS 118 Introductory Applied EconometricsClair Null & Kelly Jones Fall 2008Section 7 - Individual Practice Last year, the city of Berkeley implemented household compost collection as part of its waste management program. The city has been pub
Berkeley - ECON - 161
Suggested Solutions to Problem Set 1Brad De Long Maury Obstfeld, Petra Geraats Econ 202B, Fall 1998 Galina Hale-Borissova1. Shapiro-Stiglitz Romer, 10.3 The equilibrium level of unemployment is determined by the labor demand equation LDeF 0L = w
Berkeley - ECON - 161
Suggested Solutions to Problem Set 2Brad De Long Maury Obstfeld, Petra Geraats Econ 202B, Fall 1998 Galina Hale-Borissovaa Time-Averaging i Notice that c = c + e = c + e + e , so c ,c =e +e .s+2 s+1 s+2 s s s+1 s+2 s+2 s+1 s+2ii Similarly, the
Berkeley - ECON - 161
BUFFER-STOCK SAVING AND THE LIFE CYCLE/PERMANENT INCOME HYPOTHESIS*Forthcoming in the Quarterly Journal of EconomicsChristopher D. Carroll The Johns Hopkins University ccarroll@jhu.edu First Draft: July, 1990 This Draft: August 13, 1996Abstract
Berkeley - ECON - 161
Suggested Solutions to Problem Set 3Brad De Long Maury Obstfeld, Petra Geraats Econ 202B, Fall 1998 Galina Hale-Borissovaa Capital Levy The e ect of the one-time capital levy is to increase the value of2capital at time t . In particular, the va
Berkeley - ECON - 161
Econ 202b Mock Exam(Do three out of four)1. Efficiency Wages. Suppose that there are a fixed large number N of identical competitive firms each of which seeks to maximize its profits: = Y wL Suppose further that each firms output depends multipl
Berkeley - ECON - 161
Investment with Uncertainty and Asymmetric Adjustment CostsPaul Krugmans version of Avinash Dixits model Paul Krugman (1989), Exchange Rate Instability (Cambridge: MIT Press: 0262111403). Avinash Dixit (1989), Entry and Exit Decisions of a Firm Unde
Berkeley - ECON - 161
Econ 202b Midterm Exam, Fall 1998(Do three out of four)1. Investment. Consider the infinite-horizon q-theory model of investment with adjustment costs in which the flow of profits to a representative firm is given by: t = ( Kt/2)Kt where Kt is th
Berkeley - ECON - 161
Econ 202b Midterm Exam Fall 1998 Suggested Answers1. Investment. Consider the infinite-horizon q-theory model of investment with adjustment costs in which the flow of profits to a representative firm is given by: t = ( Kt/2)Kt where Kt is the repr
Berkeley - ECON - 161
2 Search and Employment Denote the probability density function and the cumulative density of the uniform wage distribution by w = U,L and w = w,L , for , respectively. U,L a Suppose a worker just sampled a job with wage ^ Let denote the expected v
Berkeley - ECON - 161
3. Wage Bargaining. Suppose that workers are represented by a union with the objective function: [U(w) D]L + U(wu)(N-L) Where U is some increasing function of the income of the relevant group of workers, w is the wage received by those hired by the
Berkeley - ECON - 161
4. Precautionary Savings. Suppose that we have a representative consumer with a timeseparable constant relative risk aversion utility, an opportunity to invest funds at a constant net rate of return r, and a constant rate of time discount . Then cons
Berkeley - ECON - 161
Economics 202b: Equity Premium HandoutIf we start with a constant-relative-risk-aversion utility function, our first-order condition is: 1+i = Et [(1 + rt+1 )(1 + gtc+1 )]where r is the rate of time preference, rit+1 is the return on asset i, g
Berkeley - ECON - 161
Economics 202b: Bubbles HandoutIn a social-planning or firm intertemporal optimization problem, we often find ourselves faced with a first-order condition for a co-state variablethat is, the shadow value for the planner of having an extra unit of re
Berkeley - COURSES - 212
Boundary CrossingsNancy Van House School of Information Management and Systems University of California, Berkeley Berkeley, CA 94720-4600 USA vanhouse@sims.berkeley.eduThe IssueCritically-reflective HCI research requires crossing boundaries, not
Berkeley - COURSES - 218
"Information:! Word, Concept, Thing!Geoff Nunberg! School of Information! UC Berkeley! IS 218: Concepts of Information! Jan. 20, 2009!http:/courses.ischool.berkeley.edu/i218/s09/slides/COFIIntro1-20GN.pdf 1What puts the i in iSchool?!Why not t