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Options and Financial Markets: Concepts, Types, and Valuation, Study notes of Economics

Financial Markets and InstitutionsDerivatives and Risk ManagementInvestment Analysis and Portfolio ManagementFinancial Engineering

An overview of financial options, their characteristics, and valuation. Topics include american and european options, option premium, open interest, at-the-money, in-the-money, out-of-the-money, straddle, butterfly spread, portfolio insurance, put-call parity, and various option strategies. The document also discusses the relationship between options and stocks, risk, volatility, and the impact of dividends.

What you will learn

  • How does the value of an option change with the volatility of the underlying stock?
  • What is the difference between American and European options?

Typology: Study notes

2018/2019

Uploaded on 08/13/2019

Messi10mahajara
Messi10mahajara 🇫🇷

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Download Options and Financial Markets: Concepts, Types, and Valuation and more Study notes Economics in PDF only on Docsity! Financial option: gives right to purchase (call) or sell (put) an asset at a fixed (strike/exercise) price in the future. → option writer (on other side of the contract) Exercising: actually buying or selling the option American option: allow holders to exercise the option from now till expiration date (the right to buy/ sell for a longer period is more valuable) European option: only on expiration date Option buyer/holder holds right to exercise → long position → payoff at maturity other way around Option seller/writer → short position (obligation to fulfill the contract) --> payoff at maturity other way around (not held as investment, more as insurance to hedge other risk) Option premium (market price option) → compensates seller for risk of loss in case holder exercises Open interest: total number of outstanding contracts of an option At-the-money: exercise price equals current price (deep) In-the-money: payoff from exercising is positive (call options with strike price < current stock price, put options with strike prices > current stock price) (deep) Out-of-the-money: payoff from exercising is negative (call strike > current, put strike < current) A stock index put option can be used to offset losses portfolio in market downturn → using an option to reduce risk (hedging) → speculate/bet on direction in which market is going to move → betting on a rise, call Short position’s cash flows are negative of long position’s (can only pay money) Risk of a call option is relative to risk of the stock (more relative when out-of-the-money) Put position has a higher return with low stock prices (stock positive beta then put negative beta) → the deeper out-of-the-money the more negative its beta and lower the return Straddle: combining put and call > 0 when stock price does not equals strike price → when stock is very volatile Butterfly spread: makes money when stock and strike prices are far apart (combination of put and calls) Portfolio insurance: holding stocks and put options or purchasing a bond and a call option → both have same payoff hence price Put-call parity: price of European call equals price stock plus identical put minus price of a bond maturing on exercise date Call option → levered position in stock plus insurance against a drop in stock price An American option cannot be worth less than its European counterpart or intrinsic value A put option cannot be worth more than its strike price A call option cannot be worth more than the stock itself Intrinsic value: value option if immediately expired (amount by which currently in-the-money) Time value: difference between current option price and intrinsic value American option: the longer the time to exercise date, the more valuable the option → An american option with a later exercise date cannot be worth less than an otherwise identical American option with an earlier exercise date An European option with a later date may trade for less than one with earlier date The value of an option generally increases with the volatility of the stock Price of any call option on a non-dividend-paying stock always exceeds its intrinsic value → it is never optimal to exercise a call option on a non-dividend paying stock early (better sell) An American call on a non-dividend-paying stock has the same price as its European counterpart When a stock pays dividends, exercising early is valuable for calls and puts. An American option then can also exceed price of European option. Equity as a call option: if assets > required debt payment equity holders receive debt-assets (equivalent to call option on assets with strike price equal to required debt payment) Debt as an option: debt holders fully repaid if assets> debt. Otherwise, debt holders receive value assets (payoff to debt equals assets - equity call option) When assets < debt put is in-the-money → put option will will be exercised and debt - assets is received
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