Daucus carrota Professor André Farber Solvay Business School

Slides:



Advertisements
Similar presentations
Overview of Quantitative Finance and Risk Management Research By Dr. Cheng-Few Lee Distinguished Professor, Rutgers University, USA Distinguished Professor,
Advertisements

Lecture-1 Financial Decision Making and the Law of one Price
Tests of CAPM Security Market Line (ex ante)
Capital Budgeting & Risk Invest in highest NPV project Need Discount rate to get NPV.
Chapter 9 Capital Market Theory.
Corporate Financial Policy Introduction
FINANCE 8. Capital Markets and The Pricing of Risk Professor André Farber Solvay Business School Université Libre de Bruxelles Fall 2007.
Advanced Finance Introduction Professor André Farber Solvay Business School Université Libre de Bruxelles.
FINANCE 2. Foundations Solvay Business School Université Libre de Bruxelles Fall 2007.
Théorie Financière Risk and expected returns (2) Professeur André Farber.
50 years of Finance André Farber Université Libre de Bruxelles Inaugurale rede, Francqui Leerstoel VUB 2 December 2004.
FINANCE 10. Capital Asset Pricing Model Professor André Farber Solvay Business School Université Libre de Bruxelles Fall 2007.
Financial Markets Prof. André Farber SOLVAY BUSINESS SCHOOL UNIVERSITÉ LIBRE DE BRUXELLES Saigon, April 2004.
Corporate Finance Introduction to risk Prof. André Farber SOLVAY BUSINESS SCHOOL UNIVERSITÉ LIBRE DE BRUXELLES.
FINANCE 7. Capital Budgeting (1) Professor André Farber Solvay Business School Université Libre de Bruxelles Fall 2006.
Derivatives Options on Bonds and Interest Rates Professor André Farber Solvay Business School Université Libre de Bruxelles.
Hanoi April Capital budgeting decisions with the Net Present Value rule 2. Cost of capital Professor André Farber Solvay Business School University.
FINANCE 10. Risk and expected returns Professor André Farber Solvay Business School Université Libre de Bruxelles Fall 2006.
Introduction to Modern Investment Theory (Chapter 1) Purpose of the Course Evolution of Modern Portfolio Theory Efficient Frontier Single Index Model Capital.
Asset Pricing Theory in One Lecture Eric Falkenstein 1 Finding Alpha.
International Investment Professor André Farber Solvay Business School Université Libre de Bruxelles.
McGraw-Hill/Irwin © 2008 The McGraw-Hill Companies, Inc., All Rights Reserved. Capital Asset Pricing and Arbitrage Pricing Theory CHAPTER 7.
Applied Finance Lectures 1. What is finance? 2. The diffusion of the discounted cash flow method 3. Markowitz and the birth of modern portfolio theory.
Investments, 8 th edition Bodie, Kane and Marcus Slides by Susan Hine McGraw-Hill/Irwin Copyright © 2009 by The McGraw-Hill Companies, Inc. All rights.
1 Finance School of Management Chapter 13: The Capital Asset Pricing Model Objective The Theory of the CAPM Use of CAPM in benchmarking Using CAPM to determine.
McGraw-Hill/Irwin © 2008 The McGraw-Hill Companies, Inc., All Rights Reserved. Capital Asset Pricing and Arbitrage Pricing Theory CHAPTER 7.
Capital budgeting and the capital asset pricing model “Less is more.” – Mies can der Rohe, Architect.
Optimal Risky Portfolio, CAPM, and APT
Essentials of Investments © 2001 The McGraw-Hill Companies, Inc. All rights reserved. Fourth Edition Irwin / McGraw-Hill Bodie Kane Marcus 1 Chapter 8.
Computational Finance 1/34 Panos Parpas Asset Pricing Models 381 Computational Finance Imperial College London.
McGraw-Hill/Irwin © 2007 The McGraw-Hill Companies, Inc., All Rights Reserved. Capital Asset Pricing and Arbitrage Pricing Theory CHAPTER 7.
McGraw-Hill/Irwin Copyright © 2008 The McGraw-Hill Companies, Inc., All Rights Reserved. Capital Asset Pricing and Arbitrage Pricing Theory CHAPTER 7.
McGraw-Hill/Irwin Copyright © 2008 The McGraw-Hill Companies, Inc., All Rights Reserved. Capital Asset Pricing and Arbitrage Pricing Theory CHAPTER 7.
Chapter 7 Capital Asset Pricing and Arbitrage Pricing Theory.
INVESTMENTS | BODIE, KANE, MARCUS Copyright © 2011 by The McGraw-Hill Companies, Inc. All rights reserved. McGraw-Hill/Irwin CHAPTER 9 The Capital Asset.
MSc COURSE : ASSET PRICING AND PORTFOLIO THEORY. Aims Introduce basic concepts used to price financial assets Introduce basic concepts used to price financial.
McGraw-Hill/Irwin Copyright © 2005 by The McGraw-Hill Companies, Inc. All rights reserved. Chapter Asset Pricing Models: CAPM & APT.
Corporate Finance MGT 535 Course Overview. Course Contents What Is A Corporation? – All large and medium-sized businesses are organized as corporations.
Daucus carrota Professor André Farber Solvay Business School Université Libre de Bruxelles.
The Capital Asset Pricing Model Lecture XII. .Literature u Most of today’s materials comes from Eugene F. Fama and Merton H. Miller The Theory of Finance.
5-1 “Modern” Finance? u “Modern Finance Theory” has many components: u Sharpe’s “Capital Asset Pricing Model” (CAPM) u Modigliani-Miller’s “Dividend Irrelevance.
Managerial Finance Ronald F. Singer FINA 6335 Review Lecture 10.
1 EXAMPLE: PORTFOLIO RISK & RETURN. 2 PORTFOLIO RISK.
Capital Market Theory: An Overview
Capital Asset Pricing and Arbitrage Pricing Theory
Capital Asset Pricing and Arbitrage Pricing Theory
The Capital Asset Pricing Model
Return and Risk: The Capital Asset Pricing Models: CAPM and APT
Security Market Line CML Equation only applies to markets in equilibrium and efficient portfolios The Security Market Line depicts the tradeoff between.
Portfolio Theory and the Capital Asset Pricing Model
Investments: Analysis and Management
Microfoundations of Financial Economics
Financial Market Theory
Microfoundations of Financial Economics
Belgacom - IPO Professor André Farber Solvay Business School
MSc COURSE : ASSET PRICING AND PORTFOLIO THEORY
The Capital Asset Pricing Model
Capital Asset Pricing and Arbitrage Pricing Theory
Introduction to Modern Investment Theory (Chapter 1)
Théorie Financière Risk and expected returns (2)
Applied Finance Lectures
Executive Master in Finance Capital Structure – Wrap up
Financial Market Theory
VALUATION OF SECURITIES
Capital Asset Pricing and Arbitrage Pricing Theory
Financial Market Theory
Figure 6.1 Risk as Function of Number of Stocks in Portfolio
Microfoundations of Financial Economics
Financial Markets – Fall, 2019 – Sept 17, 2019
Capital Asset Pricing Model
Presentation transcript:

Daucus carrota Professor André Farber Solvay Business School Université Libre de Bruxelles

Theory of asset pricing under certainty 1930 Fisher Theory of Interest Williams Theory of Investment Value 1940 1950 Hirshleifer Theory of Optimal Investment Decisions 1960 Daucus carota

Theory of asset pricing under uncertainty 1950 Markowitz Portfolio theory Arrow State prices 1960 Arrow Debreu General equilibrium Sharpe Lintner CAPM 1970 Black Scholes Merton OPM Ross APT Lucas Asset Prices Ross Risk neutral pricing Vasiceck Term structure Cox Ross Rubinstein Binomial OPM Harrison Kreps Martingales 1980 1990 Cochrane – Campbell: p = E(MX) 2000 Daucus carota

Three views of asset pricing General equilibrium Mean variance efficiency Beta pricing Stochastic discount factors Factor model + No arbitrage Risk-neutral pricing State prices linear pricing rule Complete markets No arbitrage (NA) Law of one price (LOOP) Adapted from Cochrane Figure 6.1 Daucus carota

Review: valuing uncertain cash flows CAPM Sharpe Lintner Mean Variance Pricing APT Ross State prices Law of one price No arbitrage opportunities Risk neutral pricing Daucus carota

Data Market Project Investment = 30m Company Price Future payoff (m€) Rain Proba = 0.40 Sun Proba = 0.60 Mkt Portf. 100 80.46 128.61 Gov. Bond 105 Market Type of weather Rain Sun Payoff 45m€ 35m€ Project Investment = 30m Daucus carota

Market portfolio - statistics Company Price Future payoff (m€) Rain Proba = 0.40 Sun Proba = 0.60 Mkt Portf. 100 80.46 128.61 Returns -19.54% 28.61% Expected return: rM = 9.35% Market risk premium rM – rf = 4.35% Variance Price of covariance risk Daucus carota

2. Project Expected cash flow Covariance with mkt port. Type of weather Rain (0.40) Sun (0.60) Payoff C 45m€ 35m€ Return Mkt Portfolio -19.54% 28.61% Expected cash flow Covariance with mkt port. Certainty equivalent: Daucus carota

Details of previous calculations Sun (0.60) Rain (0.40) Mkt Portfolio 28.61% -19.54% Project 35 45 Daucus carota

3. Net Present Value of the project. Sun 35 -7.90% Rain 45 18.41% PV (Payoff) NPV = 38 – 30 = +8 >0 Expected return = 2.62% Beta Daucus carota

4. State prices valuation Daucus carota

5. Risk neutral pricing Daucus carota

John Campbell Asset Pricing at the Millenium Journal of Finance 55,4 (Aug. 2000) Daucus carota

Stochastic Discount Factors Daucus carota