
Define options, explore their risk profiles, spreads, and hedging strategies, and learn option pricing through Wiener process, Ito's lemma, Black-Scholes-Merton and binomial models, plus Greeks.
Explain moneyness by intrinsic and extrinsic value, showing how spot and strike prices determine the time value and money status (in, at, out) for calls and puts.
Learn how different risk factors like Underlying asset price, volatility and time to expiry influence the Option Premium and how to place the trades which are conducive to market environment.
Explore put-call parity, showing how a call plus bond equals a put plus stock for the same maturity and strike, revealing no-arbitrage and forward pricing.
Use a straddle by buying a call and a put at the same strike to profit from a big move in either direction, with negative theta and positive vega.
Defines the Wiener process as a Markov process with zero-mean, sqrt(delta t) increments and variance delta t, and extends to a generalized Wiener process with constants a and B.
Explore how Wiener and generalized Wiener processes define drift and variance rates, and how stock price returns are modeled as a generalized Wiener process with mu and sigma constants.
Apply the one-step binomial model to price a derivative using no-arbitrage and a delta neutral hedge, with up and down factors U and D and a risk-free return.
Learn the two-step binomial model for derivative pricing, using no-arbitrage and risk-neutral valuation to determine u, d, and option prices via backward tracing with delta hedging.
Course outlines the basics of options pricing mechanism. It outlays the framework for building the sophisticated option strategies by laying the foundation of vanilla spreads strategies. It explains the behaviour of various option greeks influencing the premium of an option. Course also elaborates on impact of various risk factors like underlying volatility, time to expiry and money-ness of an option that must be considered while deploying these spreads which makes the overall strategy more conducive to the prevailing market conditions. This course further talks about the underlying mathematical concepts behind famous Black-Scholes-Merton formalism and Binomial Model used for pricing these range of derivatives. Course takes a mix of qualitative and quantitative approach such that rigorous and important mathematical concepts doesn't get excluded and at the same time subject remains easy to grasp.
Course consists of 11 lectures spread across two sections:-
1. Options Defined
2. Money-ness of an Option
3. Options Risk Profile
4. Option Spreads
5. Straddles
6. Weiner Process
7. Process for Stock Price
8. Ito's Lemma
9. Lognormal Property of Stock Returns
10. Black-Scholes-Merton Model
11. Binomial Model
Earth Team: This course is designed by the Quants and Educational experts who have more than decade of experience in providing training to wide spectrum of professionals. Team has worked with various hedge funds, investment banks and elite academic financial institutions to bring a quality financial education to all the potential aspirers.
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