© K. Cuthbertson and D. Nitzsche Figures for Chapter 19 REAL OPTIONS (Financial Engineering : Derivatives and Risk Management)

Slides:



Advertisements
Similar presentations
© K. Cuthbertson and D. Nitzsche Figures for Chapter 6 T-BOND FUTURES (Financial Engineering : Derivatives and Risk Management)
Advertisements

© K. Cuthbertson and D. Nitzsche Figures for Chapter 8 OPTIONS PRICING (Financial Engineering : Derivatives and Risk Management)
22 Real Options McGraw-Hill/Irwin
Chapter 6 Valuation Techniques MGT 3412 Fall 2013 University of Lethbridge.
Valuation of real options in Corporate Finance
Lecture 8 - Capital Budgeting: Estimating Cash Flows and Analyzing Risk.
Project Interactions, Side Costs, and Side Benefits 05/05/08 Ch. 6.
Copyright K. Cuthbertson, D.Nitzsche FINANCIAL ENGINEERING: DERIVATIVES AND RISK MANAGEMENT (J. Wiley, 2001) K. Cuthbertson and D. Nitzsche Lecture Real.
© K.Cuthbertson and D.Nitzsche 1 Version 1/9/2001 FINANCIAL ENGINEERING: DERIVATIVES AND RISK MANAGEMENT (J. Wiley, 2001) K. Cuthbertson and D. Nitzsche.
© K. Cuthbertson and D. Nitzsche Figures for Chapter 15 INTEREST RATE DERIVATIVES (Financial Engineering : Derivatives and Risk Management)
Options and Derivatives For 9.220, Term 1, 2002/03 02_Lecture17 & 18.ppt Student Version.
© K. Cuthbertson and D. Nitzsche Figures for Chapter 21 OPTIONS MARKETS (Investments : Spot and Derivatives Markets)
Key Concepts and Skills
© K. Cuthbertson and D. Nitzsche Figures for Chapter 12 FUTURES OPTIONS (Financial Engineering : Derivatives and Risk Management)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 24 VaR : STATISTICAL ISSUES (Financial Engineering : Derivatives and Risk Management)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 9 BOND MARKET STRATEGIES (Investments : Spot and Derivatives Markets)
© K.Cuthbertson and D.Nitzsche 1 Version 1/9/2001 FINANCIAL ENGINEERING: DERIVATIVES AND RISK MANAGEMENT (J. Wiley, 2001) K. Cuthbertson and D. Nitzsche.
© K. Cuthbertson and D. Nitzsche Figures for Chapter 3 INVESTMENT APPRAISAL (Investments : Spot and Derivatives Markets)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 10 OPTION SPREADS AND STOCK OPTIONS (Financial Engineering : Derivatives and Risk Management)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 11 VALUING FIRMS : CAPITAL STRUCTURE AND THE COST OF CAPITAL (Investments : Spot and Derivatives Markets)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 22 Empirical Evidence on the Term Structure (Quantitative Financial Economics)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 1 DERIVATIVES : AN OVERVIEW (Financial Engineering : Derivatives and Risk Management)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 12 EQUITY FINANCE AND STOCK VALUATION (Investments : Spot and Derivatives Markets)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 5 SHORT-TERM INTEREST RATE FUTURES (Financial Engineering : Derivatives and Risk Management)
Valuing real options1 From financial options to real options 3. Real option valuations Prof. André Farber Solvay Business School ESCP March 10,2000.
5.1 Option pricing: pre-analytics Lecture Notation c : European call option price p :European put option price S 0 :Stock price today X :Strike.
© K. Cuthbertson and D. Nitzsche Figures for Chapter 4 CURRENCY FORWARDS AND FUTURES (Financial Engineering : Derivatives and Risk Management)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 7 BOND MARKETS (Investments : Spot and Derivatives Markets)
©K.Cuthbertson and D.Nitzsche 1 FINANCIAL ENGINEERING: DERIVATIVES AND RISK MANAGEMENT (J. Wiley, 2001) K. Cuthbertson and D. Nitzsche LECTURE Dynamic.
© K. Cuthbertson and D. Nitzsche Figures for Chapter 23 VaR : MAPPING CASH FLOWS (Financial Engineering : Derivatives and Risk Management)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 17 ASSET PRICE DYNAMICS (Financial Engineering : Derivatives and Risk Management)
© K.Cuthbertson, D. Nitzsche FINANCIAL ENGINEERING: DERIVATIVES AND RISK MANAGEMENT (J. Wiley, 2001) K. Cuthbertson and D. Nitzsche LECTURE INTEREST RATE.
© K. Cuthbertson and D. Nitzsche Figures for Chapter 7 OPTIONS MARKETS (Financial Engineering : Derivatives and Risk Management)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 22 MARKET RISK (Financial Engineering : Derivatives and Risk Management)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 18 PRICING INTEREST RATE DERIVATIVES (Financial Engineering : Derivatives and Risk Management)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 12 Stock Prices : The VAR Approach (Quantitative Financial Economics)
© K. Cuthbertson and D. Nitzsche Figures for Chapter 6 MONEY MARKETS (Investments : Spot and Derivatives Markets)
1 LECTURE Option Spreads and Stock Index Options Version 1/9/2001 FINANCIAL ENGINEERING: DERIVATIVES AND RISK MANAGEMENT (J. Wiley, 2001) K. Cuthbertson.
© K. Cuthbertson and D. Nitzsche Figures for Chapter 8 FORWARD RATES, YIELD CURVES AND THE TERM STRUCTURE (Investments : Spot and Derivatives Markets)
Principles of Option Pricing MB 76. Outline  Minimum values of calls and puts  Maximum values of calls and puts  Values of calls and puts at expiration.
0 Chapters 14/15 – Part 1 Options: Basic Concepts l Options l Call Options l Put Options l Selling Options l Reading The Wall Street Journal l Combinations.
Introduction to options
Option Valuation. Intrinsic value - profit that could be made if the option was immediately exercised –Call: stock price - exercise price –Put: exercise.
Chapter 24 Fundamentals of Corporate Finance Fourth Edition Options Slides by Matthew Will Irwin/McGraw Hill Copyright © 2003 by The McGraw-Hill Companies,
Properties of Stock Option Prices Chapter 9
MINICASE.
Chapter 4: Interest Rates
12-1 Capital Budgeting and Financial Planning LECTURE 22 Course Instructor: M. Jibran Sheikh.
Properties of Stock Option Prices Chapter 9
Berlin, Fußzeile1 More About Present Values Applications: Concept of Net Present Values.
A Cursory Introduction to Real Options Andrew Brown 5/2/02.
FIN 614: Financial Management Larry Schrenk, Instructor.
Properties of Stock Option Prices Chapter 9. Notation c : European call option price p :European put option price S 0 :Stock price today K :Strike price.
© K.Cuthbertson, D. Nitzsche FINANCIAL ENGINEERING: DERIVATIVES AND RISK MANAGEMENT (J. Wiley, 2001) K. Cuthbertson and D. Nitzsche Lecture Asset Price.
TABLE 17-1 Examples of Data Needed in Project Analysis Melicher & Norton/Finance: Introduction to Institutions, Investments, and Management, 11th edition.
David KilgourLecture 91 Foundations of Finance Lecture 6 Option Pricing Read: Brealey and Myers Chapter 20 Practice Questions 2, 3 and 14 on page612 Workshop.
Contemporary Engineering Economics
Properties of Stock Options
Binomial Price Evolution S(0) asset price at start (now) S d = S(0) D asset price one period later, if the return is negative. S d = S x D example: D =
Options Chapter 19 Charles P. Jones, Investments: Analysis and Management, Eleventh Edition, John Wiley & Sons 17-1.
DERIVATIVES: OPTIONS Reference: John C. Hull, Options, Futures and Other Derivatives, Prentice Hall.
Project Analysis Slides by Matthew Will.
Properties of Stock Options
Option Valuation: basic concepts
© K. Cuthbertson and D. Nitzsche
Risk Analysis and Real Option
Presentation transcript:

© K. Cuthbertson and D. Nitzsche Figures for Chapter 19 REAL OPTIONS (Financial Engineering : Derivatives and Risk Management)

© K. Cuthbertson and D. Nitzsche Figure 19.1 : Truncated payoffs from an option The outcomes in the shaded area are not realised because you can always ‘walk away’ and not exercise the option. The lower bound for the payoff from a real call option is the additional investment cost (of expansion).

© K. Cuthbertson and D. Nitzsche Figure 19.2 : Drivers of NPV and real options NPV PV {Expected cash flows} PV {Fixed costs} RO PV {Expected cash flows} PV {Fixed costs} Interest rate Value lost over option’s life Cash flow volatility Time to maturity NPV Real Options

© K. Cuthbertson and D. Nitzsche Figure 19.3 : One-period BOPM S SuSu SdSd q 1 - q C C u = max[0,S u - K] C d = max[0,S d - K]

© K. Cuthbertson and D. Nitzsche Figure 19.4 : Evolution of Palm’s share price £ 18 £ 36 £ 9

© K. Cuthbertson and D. Nitzsche Figure 19.5 : Evolution of ‘baseline’ valuation Time 0123

© K. Cuthbertson and D. Nitzsche Figure 19.6 : Valuation : option to expand Time 0123

© K. Cuthbertson and D. Nitzsche Figure 19.7 : Valuation : contraction option Time 0123

© K. Cuthbertson and D. Nitzsche Figure 19.8 : Valuation : American abandonment option Time 0123

© K. Cuthbertson and D. Nitzsche Figure 19.9 : Valuation : investment default option Time 0123

© K. Cuthbertson and D. Nitzsche Figure : Valuation : default on the debt repayment Time 0123

© K. Cuthbertson and D. Nitzsche Figure : Valuation : default on investment and debt repayment Time 0123