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Financial Econometrics Models and Methods By Oliver Linton

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557
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24.58 MB
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Digital PDF
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eBook[PDF]
About this ebook
The book Financial Econometrics: Models and Methods by Oliver Linton provides a thorough exploration of modern financial econometrics, bridging theoretical principles with real-world applications. It covers major developments in empirical finance over the past two decades, extending the core frameworks originally popularised in standard texts. [1, 2, 3]
The textbook is sequentially organised into the following core topics: [1]
🗒 Main Course Topics
  • Introduction and background – Contextual framework of financial markets and quantitative research foundations.
  • Econometric background – Review of the statistical and econometric foundations needed for modern financial time series analysis.
  • Return predictability and the efficient markets hypothesis – Core concepts testing whether asset returns can be predicted using historical prices.
  • Robust tests and tests of nonlinear predictability of returns – Advanced techniques handling non-standard distributions and complex, non-linear relationships in market data.
  • Empirical market microstructure – Analysis of order flows, trading mechanisms, bid-ask spreads, and transaction costs.
  • Event study analysis – Methodology tracking how specific corporate or economic events impact asset prices.
  • Portfolio choice and testing the capital asset pricing model (CAPM) – Statistical evaluation of the CAPM framework and mean-variance portfolio optimisation.
  • Multifactor pricing models – Econometric frameworks for structural factor designs, including Arbitrage Pricing Theory (APT) and empirical multi-factor models.
  • Present value relations – Mathematical and statistical tracking of stock prices, corporate dividends, and discount rate dynamics.
  • Intertemporal equilibrium pricing – Advanced asset pricing models that simulate consumer choice, risk aversion, and consumption patterns across time.
  • Volatility – In-depth measurement and modelling of financial volatility, featuring ARCH, GARCH, and stochastic volatility frameworks.
  • Continuous time processes – Mathematical models underlying derivative pricing, continuous asset paths, and Brownian motion.
  • Yield curve – Econometric modeling of fixed-income security pricing, interest rate term structures, and bond dynamics.
  • Risk management and tail estimation – Statistical analysis focusing on extreme market events, Value at Risk (VaR), and Expected Shortfall (ES). [1, 2, 3, 4, 5]
📊 Practical and Review Sections
  • Exercises and complements – Analytical and quantitative problems designed to test conceptual understanding.
  • Appendix – Supplementary technical notes and data foundations supporting the core chapters. [1, 2, 3]

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