Figure 17. 1: An Example of a One-Factor Spot Rate Process Figure 17.1: An Example of a One-Factor Spot Rate Process. Actual Probabilities.

Slides:



Advertisements
Similar presentations
Table 12.1: Cash Flows to a Cash and Carry Trading Strategy.
Advertisements

CS 225 Lab #11 – Skip Lists.
Deriving AD From IS-LM Model. IS - LM LM curve is function of money demand, which is function of price level So each LM is associated with a given price.
Class Business Upcoming Groupwork Course Evaluations.
Copyright © 2008 Pearson Addison-Wesley. All rights reserved. Chapter 23 Aggregate Supply and Aggregate Demand in the Short Run.
Binomial Trees Chapter 11
P449. p450 Figure 15-1 p451 Figure 15-2 p453 Figure 15-2a p453.
1 16-Option Valuation. 2 Pricing Options Simple example of no arbitrage pricing: Stock with known price: S 0 =$3 Consider a derivative contract on S:
Table 13.1: Cash Flow from a Floating Rate Loan of a dollar (the Principal), with maturity date T.
© K. Cuthbertson and D. Nitzsche Figures for Chapter 5 BASIC STATISTICS (Investments : Spot and Derivatives Markets)
Insert A tree starts with the dummy node D D 200 D 7 Insert D
© K. Cuthbertson and D. Nitzsche Figures for Chapter 9 BOND MARKET STRATEGIES (Investments : Spot and Derivatives Markets)
1. 2 Figure 7.1: A Graphical Representation of “Arbitraging the Zero-coupon Bond Price Curve” Time (T) Prices P(0,T) ||||01234|||| X FMFM F=M X.
© 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 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)
Binomial Trees Chapter 11 Options, Futures, and Other Derivatives, 7th International Edition, Copyright © John C. Hull
P247. Figure 9-1 p248 Figure 9-2 p251 p251 Figure 9-3 p253.
Fundamentals of Futures and Options Markets, 7th Ed, Ch 12, Copyright © John C. Hull 2010 Introduction to Binomial Trees Chapter 12 1.
Term Structure MGT 4850 Spring 2009 University of Lethbridge.
© 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 8 FORWARD RATES, YIELD CURVES AND THE TERM STRUCTURE (Investments : Spot and Derivatives Markets)
ECONOMICS: Principles and Applications 3e HALL & LIEBERMAN © 2005 Thomson Business and Professional Publishing The Money Market and the Interest Rate.
Shortest Route, Minimal Spanning Tree and Maximal Flow Models
Defaultable convertible bonds: Binomial calculations.
Options, Futures, and Other Derivatives, 5th edition © 2002 by John C. Hull 23.1 Interest Rate Derivatives: Models of the Short Rate Chapter 23.
1 Debt Valuation Topic #2. 2 Context Complete Markets Bonds  Time Value of Money  Bond Valuation Equity Derivatives Real Estate.
Interest Rate Derivatives: Model of the Short Rate Chapter 30 1 Options, Futures, and Other Derivatives, 7th Edition, Copyright © John C. Hull 2008.
B. To get two students who suffer from allergies, we need to get an allergy sufferer for the first student and an allergy sufferer for the second student.
FIGURE 4-1 The Equilibrium-Relative Commodity Price with Trade with Partial Equilibrium Analysis. Salvatore: International Economics, 7th Edition © 2001,
Fundamentals of Futures and Options Markets, 6 th Edition, Copyright © John C. Hull Introduction to Binomial Trees Chapter 11.
1 Introduction to Binomial Trees Chapter A Simple Binomial Model A stock price is currently $20 In three months it will be either $22 or $18 Stock.
Fundamentals of Futures and Options Markets, 5 th Edition, Copyright © John C. Hull Introduction to Binomial Trees Chapter 11.
The Tree of Life lap7.cbi.cr.usgs.gov%3B7097/publishedcontent/publish/ecological_issues/genetic_biodiversity/phylogenetic_trees_intro/tree.gif.
Oxonia Distinguished Speaker Seminar Charlie Bean Executive Director and Chief Economist Bank of England 22 February 2005.
Options, Futures, and Other Derivatives, 4th edition © 1999 by John C. Hull 21.1 Interest Rate Derivatives: Models of the Short Rate Chapter 21.
Chapter 30 Interest Rate Derivatives: Model of the Short Rate
Chapter Four: Elasticity. The Price Elasticity of Demand.
The Chain Rule. The Chain Rule Case I z x y t t start with z z is a function of x and y x and y are functions of t Put the appropriate derivatives along.
Spot number ; H1 Supporting Information Figure 3. MS spectra of the identified proteins.
Options, Futures, and Other Derivatives, 4th edition © 1999 by John C. Hull 9.1 Introduction to Binomial Trees Chapter 9.
Demand for Labour Demand for labour is a derived demand, which is determined by the demand for goods and services within the economy. When demand increases,
D1D1 The 4 shifts of the Supply and Demand Curve Shift 1- Demand Away D0D0 S 0 Price (P) Quantity (Q) P0P0 Q0Q0 P1P1 Q1Q1 4. ∆Q S; Movement along the S.
Looking at their Reactions
Interest Rate Derivatives: Models of the Short Rate
Binomial Trees Chapter 11
3 The Demand for Labor.
Introduction to Binomial Trees
Figure 4.1: Forward Rate Curve Evolutions over January March 1997
Figure 6.1. Plot of the Swiss franc exchange rate
Figure 5.1: The Graph of an Upward Sloping Forward Rate Curve
Lecture 6 – Binomial trees
/
Cladistics (Ch. 22) Based on phylogenetics – an inferred reconstruction of evolutionary history.
Applications of the Derivative
FIGURE 3-1 Production Frontiers of Nation 1 and Nation 2 with Increasing Costs. Salvatore: International Economics, 7th Edition © 2001, John Wiley & Sons,
SUPPLY Quantity supplied is the amount of a good that sellers are willing and able to sell. Law of Supply The law of supply states that, other things equal,
FIGURE 14.1 Change in the Price Level and the Effect on the Money Market
EQUATION 3.1 – 3.2 Price elasticity of demand(eP)
EQUATION 4.1 Relationship Between One Dependent and One Independent Variable: Simple Regression Analysis.
1.7 Addition Rule - Tree Diagrams (1/3)
Phenotype gain and loss dynamics match protein family dynamics.
Binomial Trees Chapter 11
Evidence for Evolution
SUPPLY AND DEMAND I: HOW MARKETS WORK
10.4 How to Construct a Cladogram
Note 6: Tree Diagrams Tree diagrams are useful for listing outcomes of experiments that have two or more successive events the first event is at the end.
Presentation transcript:

Figure 17. 1: An Example of a One-Factor Spot Rate Process Figure 17.1: An Example of a One-Factor Spot Rate Process. Actual Probabilities Along Each Branch of the Tree

Figure 17. 2: The Derived Bond Price Curve Evolution Figure 17.2: The Derived Bond Price Curve Evolution. Actual Probabilities Along Each Branch of the Tree

Figure 17. 3: An Example of a Spot Rate Process Evolution Figure 17.3: An Example of a Spot Rate Process Evolution. The Pseudo-Probabilities Are Given on Each Branch of the Tree. The Numbers Under Each Node are the Values for Spot Rates Which Match the Exogenous Values.