Advanced Options Trading: Volatility, Greeks & Income
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Unclaimed ProfileAspiring market technicians and dedicated derivative traders will find "Advanced Options Trading: Volatility, Greeks & Income" by Options in Plain English to be a comprehensive masterclass. This course bridges the gap between basic strategy execution and institutional-grade risk management. It caters specifically to intermediate traders who understand the fundamentals of buying and selling calls or puts but want to master the mathematical and structural forces that dictate option pricing. Throughout the modules, students delve deep into the Black-Scholes model, unraveling how implied volatility skew, term structure, and put-call parity create unique market opportunities and synthetic positions. Unlike introductory courses, this curriculum prioritizes advanced mathematical approximations, including the Delta-Gamma relationship, alongside second- and third-order Greeks. Learners will discover how to navigate pin risk, dividend risk, and the complexities of physical exercise and assignment. By exploring premium-selling strategies, VIX futures, and portfolio-wide Greeks management, this program equips retail investors with the precise toolkit needed to adjust, roll, and hedge complex positions under any market condition, turning volatile swings into predictable income streams.
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Options in plain English
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Options in plain English is an educational platform and creator dedicated to demystifying the often intimidating world of financial derivatives. Recognizing that many retail investors are discouraged by complex mathematical formulas and dense Wall Street jargon, this creator focuses on breaking down sophisticated financial instruments into clear, actionable, and visual concepts. The teaching philosophy is built on the belief that anyone can master options trading if it is presented without unnecessary complexity. By focusing on practical mechanics, risk management, and real-world examples, Options in plain English guides students from the foundational concepts of buying calls and selling puts to the…Show more
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Program Overview
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Price
Price may change · updated within 1–2 weeks
Course language
Learning format
Subcategory
Price
Price may change · updated within 1–2 weeks
Course language
What You'll Learn
- Understand the importance of an options trading plan and how options expiration impacts it
- Review the impact of the exercise and assignment processes in options trading
- Determine how pin risk and dividend risk can have an impact on your options strategies
- Use the Delta-Gamma approximation formula
- Apply the quick formulas for at-the-money straddles and 20-delta strangles
- Analyze the differences in distribution between an option's intrinsic and extrinsic values
- Understand the principles behind the Black-Scholes option pricing model
- Assess the impact of volatility skew and term structure in options strategies
- Understand put-call parity and its applications such as synthetic positions, box spreads and the impact of hard-to-borrow status on option pricing
- Apply put-call parity to positions such as covered calls, condors, butterflies and vertical spreads
- Analyze second and third order greeks and how they react to changes in underlying price, volatility and time to expiration
- Review premium-selling strategies by implied volatility level and directional outlook
- Learn how to trade the VIX using VIX Futures, VIX ETFs and ETNs and VIX Options
- Learn to adjust and roll options positions
- Understand how to manage an Options Portfolio and all its components to maximize profits and minimize risks
Best For
- Intermediate options traders ready to master second-order Greeks and portfolio risk management.
- Aspiring systematic traders aiming to move beyond directional bets into volatility-based income strategies.
- Investors looking to bridge the gap between retail basics and institutional-grade synthetic positioning.
- Dedicated market technicians wanting a rigorous, math-backed understanding of the Black-Scholes model.
Not For
- Beginners who have never traded a basic call or put option contract.
- Traders seeking 'get-rich-quick' alerts or automated trading signals.
- Casual investors looking for high-level concepts without the deep-dive into mathematical modeling.
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