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Financial Decisions and Markets: A Course in Asset Pricing

Financial Decisions and Markets: A Course in Asset Pricing (Hardcover)

존 Y. 캠벨 (지은이)
Princeton University Press
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Financial Decisions and Markets: A Course in Asset Pricing
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· 제목 : Financial Decisions and Markets: A Course in Asset Pricing (Hardcover) 
· 분류 : 외국도서 > 경제경영 > 금융/재정 > 일반
· ISBN : 9780691160801
· 쪽수 : 480쪽
· 출판일 : 2017-10-31

목차

  • Figures
  • Tables
  • Preface
  • Part I Static Portfolio Choice and Asset Pricing
    • 1 Choice under Uncertainty
      • 1.1 Expected Utility
        • 1.1.1 Sketch of von Neumann-Morgenstern Theory
      • 1.2 Risk Aversion
        • 1.2.1 Jensen’s Inequality and Risk Aversion
        • 1.2.2 Comparing Risk Aversion
        • 1.2.3 The Arrow-Pratt Approximation
      • 1.3 Tractable Utility Functions
      • 1.4 Critiques of Expected Utility Theory
        • 1.4.1 Allais Paradox
        • 1.4.2 Rabin Critique
        • 1.4.3 First-Order Risk Aversion and Prospect Theory
      • 1.5 Comparing Risks
        • 1.5.1 Comparing Risks with the Same Mean
        • 1.5.2 Comparing Risks with Different Means
        • 1.5.3 The Principle of Diversification
      • 1.6 Solution and Further Problems
    • 2 Static Portfolio Choice
      • 2.1 Choosing Risk Exposure
        • 2.1.1 The Principle of Participation
        • 2.1.2 A Small Reward for Risk
        • 2.1.3 The CARA-Normal Case
        • 2.1.4 The CRRA-Lognormal Case
        • 2.1.5 The Growth-Optimal Portfolio
      • 2.2 Combining Risky Assets
        • 2.2.1 Two Risky Assets
        • 2.2.2 One Risky and One Safe Asset
        • 2.2.3 N Risky Assets
        • 2.2.4 The Global Minimum-Variance Portfolio
        • 2.2.5 The Mutual Fund Theorem
        • 2.2.6 One Riskless Asset and N Risky Assets
        • 2.2.7 Practical Difficulties
      • 2.3 Solutions and Further Problems
    • 3 Static Equilibrium Asset Pricing
      • 3.1 The Capital Asset Pricing Model (CAPM)
        • 3.1.1 Asset Pricing Implications of the Sharpe-Lintner CAPM
        • 3.1.2 The Black CAPM
        • 3.1.3 Beta Pricing and Portfolio Choice
        • 3.1.4 The Black-Litterman Model
      • 3.2 Arbitrage Pricing and Multifactor Models
        • 3.2.1 Arbitrage Pricing in a Single-Factor Model
        • 3.2.2 Multifactor Models
        • 3.2.3 The Conditional CAPM as a Multifactor Model
      • 3.3 Empirical Evidence
        • 3.3.1 Test Methodology
        • 3.3.2 The CAPM and the Cross-Section of Stock Returns
        • 3.3.3 Alternative Responses to the Evidence
      • 3.4 Solution and Further Problems
    • 4 The Stochastic Discount Factor
      • 4.1 Complete Markets
        • 4.1.1 The SDF in a Complete Market
        • 4.1.2 The Riskless Asset and Risk-Neutral Probabilities
        • 4.1.3 Utility Maximization and the SDF
        • 4.1.4 The Growth-Optimal Portfolio and the SDF
        • 4.1.5 Solving Portfolio Choice Problems
        • 4.1.6 Perfect Risksharing
        • 4.1.7 Existence of a Representative Agent
        • 4.1.8 Heterogeneous Beliefs
      • 4.2 Incomplete Markets
        • 4.2.1 Constructing an SDF in the Payoff Space
        • 4.2.2 Existence of a Positive SDF
      • 4.3 Properties of the SDF
        • 4.3.1 Risk Premia and the SDF
        • 4.3.2 Volatility Bounds
        • 4.3.3 Entropy Bound
        • 4.3.4 Factor Structure
        • 4.3.5 Time-Series Properties
      • 4.4 Generalized Method of Moments
        • 4.4.1 Asymptotic Theory
        • 4.4.2 Important GMM Estimators
        • 4.4.3 Traditional Tests in the GMM Framework
        • 4.4.4 GMM in Practice
      • 4.5 Limits of Arbitrage
      • 4.6 Solutions and Further Problems
  • Part II Intertemporal Portfolio Choice and Asset Pricing
    • 5 Present Value Relations
      • 5.1 Market Efficiency
        • 5.1.1 Tests of Autocorrelation in Stock Returns
        • 5.1.2 Empirical Evidence on Autocorrelation in Stock Returns
      • 5.2 Present Value Models with Constant Discount Rates
        • 5.2.1 Dividend-Based Models
        • 5.2.2 Earnings-Based Models
        • 5.2.3 Rational Bubbles
      • 5.3 Present Value Models with Time-Varying Discount Rates
        • 5.3.1 The Campbell-Shiller Approximation
        • 5.3.2 Short- and Long-Term Return Predictability
        • 5.3.3 Interpreting US Stock Market History
        • 5.3.4 VAR Analysis of Returns
      • 5.4 Predictive Return Regressions
        • 5.4.1 Stambaugh Bias
        • 5.4.2 Recent Responses Using Financial Theory
        • 5.4.3 Other Predictors
      • 5.5 Drifting Steady-State Models
        • 5.5.1 Volatility and Valuation
        • 5.5.2 Drifting Steady-State Valuation Model
        • 5.5.3 Inflation and the Fed Model
      • 5.6 Present Value Logic and the Cross-Section of Stock Returns
        • 5.6.1 Quality as a Risk Factor
        • 5.6.2 Cross-Sectional Measures of the Equity Premium
      • 5.7 Solution and Further Problems
    • 6 Consumption-Based Asset Pricing
      • 6.1 Lognormal Consumption with Power Utility
      • 6.2 Three Puzzles
        • 6.2.1 Responses to the Puzzles
      • 6.3 Beyond Lognormality
        • 6.3.1 Time-Varying Disaster Risk
      • 6.4 Epstein-Zin Preferences
        • 6.4.1 Deriving the SDF for Epstein-Zin Preferences
      • 6.5 Long-Run Risk Models
        • 6.5.1 Predictable Consumption Growth
        • 6.5.2 Heteroskedastic Consumption
        • 6.5.3 Empirical Specification
      • 6.6 Ambiguity Aversion
      • 6.7 Habit Formation
        • 6.7.1 A Ratio Model of Habit
        • 6.7.2 The Campbell-Cochrane Model
        • 6.7.3 Alternative Models of Time-Varying Risk Aversion
      • 6.8 Durable Goods
      • 6.9 Solutions and Further Problems
    • 7 Production-Based Asset Pricing
      • 7.1 Physical Investment with Adjustment Costs
        • 7.1.1 A q-Theory Model of Investment
        • 7.1.2 Investment Returns
        • 7.1.3 Explaining Firms’ Betas
      • 7.2 General Equilibrium with Production
        • 7.2.1 Long-Run Consumption Risk in General Equilibrium
        • 7.2.2 Variable Labor Supply
        • 7.2.3 Habit Formation in General Equilibrium
      • 7.3 Marginal Rate of Transformation and the SDF
      • 7.4 Solution and Further Problem
    • 8 Fixed-Income Securities
      • 8.1 Basic Concepts
        • 8.1.1 Yields and Holding-Period Returns
        • 8.1.2 Forward Rates
        • 8.1.3 Coupon Bonds
      • 8.2 The Expectations Hypothesis of the Term Structure
        • 8.2.1 Restrictions on Interest Rate Dynamics
        • 8.2.2 Empirical Evidence
      • 8.3 Affine Term Structure Models
        • 8.3.1 Completely Affine Homoskedastic Single-Factor Model
        • 8.3.2 Completely Affine Heteroskedastic Single-Factor Model
        • 8.3.3 Essentially Affine Models
        • 8.3.4 Strong Restrictions and Hidden Factors
      • 8.4 Bond Pricing and the Dynamics of Consumption Growth and Inflation
        • 8.4.1 Real Bonds and Consumption Dynamics
        • 8.4.2 Permanent and Transitory Shocks to Marginal Utility
        • 8.4.3 Real Bonds, Nominal Bonds, and Inflation
      • 8.5 Interest Rates and Exchange Rates
        • 8.5.1 Interest Parity and the Carry Trade
        • 8.5.2 The Domestic and Foreign SDF
      • 8.6 Solution and Further Problems
    • 9 Intertemporal Risk
      • 9.1 Myopic Portfolio Choice
      • 9.2 Intertemporal Hedging
        • 9.2.1 A Simple Example
        • 9.2.2 Hedging Interest Rates
        • 9.2.3 Hedging Risk Premia
        • 9.2.4 Alternative Approaches
      • 9.3 The Intertemporal CAPM
        • 9.3.1 A Two-Beta Model
        • 9.3.2 Hedging Volatility: A Three-Beta Model
      • 9.4 The Term Structure of Risky Assets
        • 9.4.1 Stylized Facts
        • 9.4.2 Asset Pricing Theory and the Risky Term Structure
      • 9.5 Learning
      • 9.6 Solutions and Further Problems
  • Part III Heterogeneous Investors
    • 10 Household Finance
      • 10.1 Labor Income and Portfolio Choice
        • 10.1.1 Static Portfolio Choice Models
        • 10.1.2 Multiperiod Portfolio Choice Models
        • 10.1.3 Labor Income and Asset Pricing
      • 10.2 Limited Participation
        • 10.2.1 Wealth, Participation, and Risktaking
        • 10.2.2 Asset Pricing Implications of Limited Participation
      • 10.3 Underdiversification
        • 10.3.1 Empirical Evidence
        • 10.3.2 Effects on the Wealth Distribution
        • 10.3.3 Asset Pricing Implications of Underdiversification
      • 10.4 Responses to Changing Market Conditions
      • 10.5 Policy Responses
      • 10.6 Solutions and Further Problems
    • 11 Risksharing and Speculation
      • 11.1 Incomplete Markets
        • 11.1.1 Asset Pricing with Uninsurable Income Risk
        • 11.1.2 Market Design with Incomplete Markets
        • 11.1.3 General Equilibrium with Imperfect Risksharing
      • 11.2 Private Information
      • 11.3 Default
        • 11.3.1 Punishment by Exclusion
        • 11.3.2 Punishment by Seizure of Collateral
      • 11.4 Heterogeneous Beliefs
        • 11.4.1 Noise Traders
        • 11.4.2 The Harrison-Kreps Model
        • 11.4.3 Endogenou Margin Requirements
      • 11.5 Solution and Further Problems
    • 12 Asymmetric Information and Liquidity
      • 12.1 Rational Expectations Equilibrium
        • 12.1.1 Fully Revealing Equilibrium
        • 12.1.2 Partially Revealing Equilibrium
        • 12.1.3 News, Trading Volume, and Returns
        • 12.1.4 Equilibrium with Costly Information
        • 12.1.5 Higher-Order Expectations
      • 12.2 Market Microstructure
        • 12.2.1 Information and the Bid-Ask Spread
        • 12.2.2 Information and Market Impact
        • 12.2.3 Diminishing Returns in Active Asset Management
      • 12.3 Liquidity and Asset Pricing
        • 12.3.1 Constant Trading Costs and Asset Prices
        • 12.3.2 Random Trading Costs and Asset Prices
        • 12.3.3 Margins and Asset Prices
        • 12.3.4 Margins and Trading Costs
      • 12.4 Solution and Further Problems
  • References
  • Index

저자소개

존 Y. 캠벨 ()    정보 더보기
하버드 대학교 석좌교수로, 1994년부터 하버드 경제학과에서 강의해왔다. 채권, 주식 가치평가, 포트폴리오 선택, 가계 금융 등 금융과 거시경제학의 다양한 분야에 걸쳐 100편이 넘는 논문을 발표했다. 전미금융학회American Finance Association 회장을 지냈으며, 전미경제연구소NBER 자산가격 프로그램의 연구위원이자 프로그램 디렉터를 역임했다. 보스턴에 기반을 둔 계량적 자산운용사 애로우스트리트 캐피털Arrowstreet Capital을 공동 창업했으며, 현재 이사회 멤버로 활동하고 있다.
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