A Simple Binomial Model of Stock Price Movements In a binomial model, the stock price at the BEGINNING of period can lead to only 2 stock prices at the END of that period
The stock Price Assumption Consider a stock whose price is s In a short period of time of length At the change in then stock price S is assumed to be normal with mean Sdt and standard deviation os√△, that is, S follows geometric Brownian motion ds=u Sdt+oSdz Then dInS=( )dt+oda
Example AFI has SOLD for $300,000 a European call on 100,000 shares of a non-dividend paying stock: S 0 =49 =50 r=5%=20% μ=13% T =20 weeks The Black-Scholes value of the option is $240,000 How does the Fl hedge its risk?
Standard Approach to Estimating Volatility (Equation 15.1 Define on as the volatility per day between day n-1 and day n, as estimated at end of day n-1 · Define, as the value of market variable at end of day i Define ui= In(S /Si-1)
Vorwort 1,5 Tage(18 Stunden)4, 5 Personen, 5,5 Computer 8 Kannen Kaffee. a. 10000 Kcal Bei diesem Skript ist zu beachten: Bei sich in analoger Weise wiederholenden Whelandkomplexen wurde aus Zeit-und Platzgrunden auf die mesomeren Grenzformeln verzichtet. Gleiches trifft auch auf die meisten Ubergangszustande bei S-Reaktionen zu Auch wurde nur in dem Versuch 2E1 die Diazotierung vollstandig ausformuliert, da sie sich von den anderen Beispielen nicht unterscheidet
5, Interest Rates Futures Summary Asset Prices depend on the interest Rates Spot rates and forward rates How to determine the price of the Interest rate futures How to Hedge interest rate risk
3. Forward and Futures Prices Summary Short Selling The Repo Rate Forward Contracts Forward Price vs. Futures Price Stock Index Futures Forward and Futures Contracts on Currencies