03.26.2001Lecture NotesFinance 3191 Finance 319 Lecture 03.26.01 Course Website Galina Albert Schwartz Department of.

Slides:



Advertisements
Similar presentations
Chapter Outline Hedging and Price Volatility Managing Financial Risk
Advertisements

Session 3. Learning objectives After completing this you will have an understanding of 1. Financial derivatives 2. Foreign currency futures 3. Foreign.
 Derivatives are products whose values are derived from one or more, basic underlying variables.  Types of derivatives are many- 1. Forwards 2. Futures.
Chapter 13 Financial Derivatives © 2005 Pearson Education Canada Inc.
Valuation of Financial Options Ahmad Alanani Canadian Undergraduate Mathematics Conference 2005.
Black-Scholes Equation April 15, Contents Options Black Scholes PDE Solution Method.
International Fixed Income Topic IVA: International Fixed Income Pricing - Hedging.
1 15-Option Markets. 2 Options Options are contracts. There are two sides to the contract Long Side (option holder): Pays a premium upfront Gets to “call.
Spreads  A spread is a combination of a put and a call with different exercise prices.  Suppose that an investor buys simultaneously a 3-month put option.
Volatility Smiles Chapter 18 Options, Futures, and Other Derivatives, 7th Edition, Copyright © John C. Hull
© 2004 South-Western Publishing 1 Chapter 6 The Black-Scholes Option Pricing Model.
1 (of 31) IBUS 302: International Finance Topic 11-Options Contracts Lawrence Schrenk, Instructor.
Exchange Rates and the Foreign Exchange Market:
Lecture 7: Derivatives I: Currency and interest rate futures Galina A Schwartz Department of Finance Business School University of Michigan.
© 2008 Pearson Education Canada13.1 Chapter 13 Hedging with Financial Derivatives.
Derivatives Financial products that depend on another, generally more basic, product such as a stock.
Risk Management in Financial Institutions (II) 1 Risk Management in Financial Institutions (II): Hedging with Financial Derivatives Forwards Futures Options.
A Basic Options Review. Options Right to Buy/Sell a specified asset at a known price on or before a specified date. Right to Buy/Sell a specified asset.
Lecture Notes Finance 3191 Finance 319 Lecture 10 Course Website u Galina Albert Schwartz Galina Albert.
Lectures , & : International Asset Portfolios Galina A Schwartz Department of Finance University of Michigan Business School.
Copyright © 2002 Pearson Education, Inc. Slide 9-1.
Chapter 18 Exchange Rate Theories. Copyright © 2007 Pearson Addison-Wesley. All rights reserved Topics to be Covered The Asset Approach The Monetary.
Exchange Rates and the Foreign Exchange Market
Lecture 8: Derivatives II: Currency and interest rate options Galina A Schwartz Department of Finance University of Michigan Business School.
Derivatives Markets The 600 Trillion Dollar Market.
Hedging with Foreign Currency Options By Soeren Hansen.
Lecture NotesFinance 3191 Finance 319 Lecture Course Website Galina Albert Schwartz Department of.
Exchange Rates and the Foreign Exchange Market:
Economics 330 Money and Banking Lecture 18 Prof. Menzie Chinn TAs: Chikako Baba, Deokwoo Nam.
Class 5 Option Contracts. Options n A call option is a contract that gives the buyer the right, but not the obligation, to buy the underlying security.
Instruments of Financial Markets at Studienzentrum Genrzensee Switzerland. August 30-September 17, 2004 Course attended by: Muhammad Arif Senior Joint.
Dr. Hassan Mounir El-SadyChapter 6 1 Black-Scholes Option Pricing Model (BSOPM)
© 2004 South-Western Publishing 1 Chapter 6 The Black-Scholes Option Pricing Model.
1 Financial Options Ch 9. What is a financial option?  An option is a contract which gives its holder the right, but not the obligation, to buy (or sell)
Financial Options: Introduction. Option Basics A stock option is a derivative security, because the value of the option is “derived” from the value of.
1 HEDGING FOREIGN CURRENCY RISK: OPTIONS. 2 …the options markets are fertile grounds for imaginative, quick thinking individuals with any type of risk.
Professor XXXXX Course Name / # © 2007 Thomson South-Western Chapter 18 Options Basics.
OPTIONS MARKETS: INTRODUCTION Derivative Securities Option contracts are written on common stock, stock indexes, foreign exchange, agricultural commodities,
Investment and portfolio management MGT 531.  Lecture #31.
International Finance FINA 5331 Lecture 14: Hedging currency risk with currency options Aaron Smallwood Ph.D.
Chapter 10: Options Markets Tuesday March 22, 2011 By Josh Pickrell.
Lecture Notes Finance 3191 Finance 319 Lecture 5 & the beginning of Lecture 6 Course Website u Galina Albert.
Chapter 14 Financial Derivatives. © 2013 Pearson Education, Inc. All rights reserved.14-2 Hedging Engage in a financial transaction that reduces or eliminates.
Using Futures & Options to Hedge Hedging is the creation of one risk to offset another risk. We will first look at the risk of being long in a currency;
Computational Finance Lecture 2 Markets and Products.
Copyright © 2010 Pearson Addison-Wesley. All rights reserved. Chapter 14 Financial Derivatives.
International Finance FINA 5331 Lecture 12: Hedging currency risk… Covered Interest Rate Parity Read: Chapter 7 Aaron Smallwood Ph.D.
Chapter Nine Foreign Currency Transactions and Hedging Foreign Exchange Risk McGraw-Hill/Irwin Copyright © 2009 by The McGraw-Hill Companies, Inc. All.
Financial Risk Management of Insurance Enterprises Options.
© 2010 Cengage Learning. All Rights Reserved. May not be scanned, copied or duplicated, or posted to a publicly accessible Web site, in whole or in part.
CHAPTER 14 Options Markets. Chapter Objectives n Explain how stock options are used to speculate n Explain why stock option premiums vary n Explain how.
© Foreign Currency Options II. © Using Options for Hedging.
Salaar - Finance Capital Markets Spring Semester 2010 Lahore School of Economics Salaar farooq – Assistant Professor.
Currency Futures Introduction and Example. FuturesDaniels and VanHoose2 Currency Futures A derivative instrument. Traded on centralized exchanges (illustrated.
Global Macro Investment For Presentation at Yale U. October 22, 2003 Dr. Joe Zhou
Thales of Miletus BC Thales used his skills to deduce that the next season's olive crop would be a very large one. He therefore bought all the.
The Black-Scholes-Merton Model Chapter B-S-M model is used to determine the option price of any underlying stock. They believed that stock follow.
Options and their Applications. 2 Some Details about Option Contracts Options – Grants its owner the right, but not the obligation, to buy (if purchasing.
Lecture notes Finance 3191 Finance 319 Lecture Course Website Galina Albert Schwartz Department.
11.1 Options and Swaps LECTURE Aims and Learning Objectives By the end of this session students should be able to: Understand how the market.
Lecture Notes Finance 3191 Finance 319 Lectures 3 & 4 u Galina A Schwartz u Department of Finance u University of Michigan u Business School.
Lecture Notes Finance 3191 Finance 319 Lecture 8 Course Website u Galina Albert Schwartz Galina Albert.
PowerPoint Presentation by Charlie Cook Copyright © 2004 South-Western. All rights reserved. Chapter 11 Rational Expectations, New Classical Macroeconomics,
Introduction to Options. Option – Definition An option is a contract that gives the holder the right but not the obligation to buy or sell a defined asset.
Financial Risk Management of Insurance Enterprises
Risk Management with Financial Derivatives
Lecture 2 Offshore and onshore markets
Foreign Currency Derivatives: Futures and Options
Finance 319 Lecture 3 Galina A Schwartz Department of Finance
Presentation transcript:

Lecture NotesFinance 3191 Finance 319 Lecture Course Website Galina Albert Schwartz Department of Finance University of Michigan Business School

Lecture NotesFinance 3192 Lecture Summary u Levich, Chapter 12: continued u Option Prices Efficiency and LTCM crisis: u Insider and Outsider Opinions: –Are they the same or differ? –Which is more informative? u Could the Knowledge of History Help? u Euro: –What do we know (a short summary) –Why is it still low? –Is there any way to predict the EURO’s future?

Lecture NotesFinance 3193 Today’s Citation: Your Wake Up Call! “It is often said that men are ruled by their imaginations; but it would be truer to say they are governed by the weakness of their imaginations,” Walter Bagehot (1826–77), English economist, critic. The English Constitution, ch. 2 (1867). Historical Curiosity: See URL: Lombard Street. A Description of the Money Market Lombard Street. A Description of the Money Market by Walter Bagehot Quiz: What is Bagehot rule? (Levich, p. 27)

Lecture NotesFinance 3194 Currency and Interest Rate Options: u Strike price (or exercise price) [K] – the price given by the contract u Call option - right to buy [C] u Put option – tight to sell [P] u Price paid for the option - option premium u Let S be an underlying asset price at maturity date [expiration date]

Lecture NotesFinance 3195 Currency and Interest Rate Options: u Characteristic feature is: Asymmetric payoff profile: limited gain (loss) and unlimited loss (gain) u Levich, pp. 432 –435: At maturity: C = max[0, S - K] P = max[0, K - S] Option value is never negative. Option’s seller faces unlimited liability [since the asset could appreciate without limit]

Lecture NotesFinance 3196 Currency and Interest Rate Options: u Levich, pp. 447, table 12.7 – a summary of marginal effects of parameter changes on Option prices –Spot Price S  Call  Put  –Exercise Price K  Call  Put  –Domestic int. rate  Call  Put  –Foreign int. rare  Call  Put  –Spot rate volatility  Call  Put  –Time to maturity  ambiguous effects

Lecture NotesFinance 3197 Currency and Interest Rate Options: How to Price? u Option Prices depend on (Levich, p. 465) –Current asset price –Strike price –Interest rate(s) –Time to maturity –Volatility (assumed constant by Black-Scholes) u Estimating Volatility: Levich, pp –historical approach –Implied approach

Lecture NotesFinance 3198 LTCM: was it all wrong? u See Kho, Lee & Stulz, “US Banks, Crises and Bailouts: from Mexico to LTCM –The Banks lost it, not the taxpayers? u See Miron Scholes, “Crisis and risk management”: –It was a volatility increase, not our fault

Lecture NotesFinance 3199 Currency and Interest Rate Options: Is the Pricing Efficient? u Real Prices are higher than predicted by the B-S model. Why? –Model is wrong –Model’s assumptions do not hold exactly »Volatilities are not constant »Distributions are not normal (tails are sicker than normal)

Lecture NotesFinance Policy Matters - Public Policymakers u As with any derivatives market, a generic question is whether the existence of the option market leads to negative spillover effects, such as an increase in the volatility of the underlying asset. u A related public policy concern is the risk to which option traders are exposed and how the capital requirements for those risks should be measured.

Lecture NotesFinance Euro: PAST, current & future u Levich, Ch. 2, pp u European Monetary Union European Monetary Union –Past Verdict: »Too many conflicts of political / cultural interests »Too diverse economic interests, performance, traditions »Too little incentives for cross-subsidization Thus, more CONS than PROS: EMU will not be born, or it will dye fast

Lecture NotesFinance Euro: past, CURRENT & future u European Monetary Union European Monetary Union –Current Trends »Euro is too low (relative to fundamental level) »How to explain this? u Past Verdict is correct? u Market Participants are biased? u Are they ALL wrong?

Lecture NotesFinance Euro: past, current & FUTURE u European Monetary Union European Monetary Union –Expectations for Future »Too early to judge, but u Capital markets maturity improved dramatically u Non-participating countries are still reluctant to join. u It’s reflects both: history & common sense (but not always, example Danish referendum and the Central Bank Policy) »Is Current Trend self-contradictory? u To some degree u Explanations of current trend: –Market makers interests participants

Lecture NotesFinance Summary of Today’s Lecture u Currency and interest rate options have asymmetric payoff profiles u Efficiency: Option Markets are approximately efficient u LTCM & Options Pricing efficiency u Euro: past, current & future

Lecture NotesFinance Next Time u Swaps: another asymmetric instrument u U.S. Foreign Exchange Interventions U.S. Foreign Exchange Interventions u Central Bank(s) Intervention(s) –Cases for intervention (example of EURO) »Implementation strategy »Success or failure? –Sterilization & Sterilized Intervention –Costs & benefits of intervention