Accuracy of Implied Volatility

Overview This discussion between Patrick and Nikhil centers on the U.S. employment landscape, the Federal Reserve's monetary policy decisions, and the broader macroeconomic environment. The conversation examines the September non-farm payroll report, demographic shifts affecting labor market dynamics, the role of AI in driving economic growth, and the impact of elevated oil prices on inflation and employment. Key Concepts or Theories Break-even employment rate: The minimum number of jobs needed monthly to maintain stable unemployment, which has declined due to demographic shifts. Non-farm payroll vs. total payroll: The distinction between non-farm employment figures and total employment, including farm sector losses. Labor force participation rate: The share of the population actively seeking work, whose decline masks true unemployment levels. Exogenous inflation shocks: Price increases driven by external factors (e.g., oil prices, war) that monetary policy cannot effectively address. Treasury diversification value: The changing role of U.S. Treasuries as a portfolio hedge, now perceived as riskier than in prior decades. Producer Price Index (PPI) as a leading indicator: PPI running above CPI suggests potential future consumer price increases. Important Questions Raised Does the 29,000 September jobs figure represent a genuine economic deterioration, or is it distorted by demographic and structural factors? Is the current unemployment rate a reliable indicator of labor market health, given declining participation rates? Should the Federal Reserve raise, hold, or lower rates in October given weak employment signals and oil-driven inflation? Is current inflation demand-driven or exogenous, and can higher Fed fund rates effectively address it? How much of the economic growth narrative is being propped up by AI-related investment?

This meeting featured an interview between Patrick, a professor managing the Master in Financial Engineering program at Lehigh University, and Nadab (also known as Nitty), founder and managing partner of Excite Capital. The discussion centered on Excite Capital's proprietary high-frequency trading platform, which leverages physics-based artificial intelligence rooted in quantum mechanics. The conversation explored how this approach fundamentally differs from conventional quantitative trading strategies by prioritizing real-time navigation over historical pattern recognition. Key Concepts or Theories Prediction vs. Navigation: Traditional AI recognizes patterns from historical data to forecast outcomes; Excite Capital's system instead navigates in real time by understanding the current state of the market and determining what moves remain possible. Observation, State, and Constraint: Three foundational concepts underpinning the firm's framework — what is visible (observation), what is actually occurring beneath the surface (state), and what limits the system's possible directions (constraint). Quasi-Particle Modeling: Individual stocks are modeled similarly to quasi-particles in physics — entities whose behavior only makes sense in relation to the larger field (market) surrounding them. Data Hamiltonian: A mathematical algorithm adapted from classical physics that represents both numeric and symbolic data in a single function, describing how a system's state evolves over time. Absolute, Hard, and Soft Rules: A three-tiered rules framework governing the autonomous trading platform, ranging from inviolable risk limits to dynamic, judgment-based parameters updated through reinforcement learning. Quantum Mechanics as a Framework: Used not to suggest stocks are quantum particles, but to provide a language for understanding real-time information, state evolution, possibility, interaction, and uncertainty in complex systems. Nature as Efficiency Model: Nature's ability to navigate an uncertain future by narrowing possibilities through constraints and updating continuously serves as a conceptual inspiration for Excite Capital's AI design. Important Questions Raised How does navigation-based AI differ fundamentally from prediction-based AI in the context of financial markets? What role do quantum mechanics and the Hamiltonian model play in understanding market state evolution? How do natural constraints — such as capital, liquidity, and risk limits — reduce the universe of possible market outcomes? How does the human brain's instinctive, cost-efficient decision-making parallel the design of Excite Capital's AI system? Can physics-based AI models outperform conventional quant strategies that rely on speed, historical data, or headline reaction?

This podcast-style conversation features Fred Viole, a quantitative finance researcher, speaking with host Patrick. Fred discusses his multi-year work on partial moments theory, his correspondence with Nobel laureate Harry Markowitz, and how he applies entropy and autocorrelation concepts to stock market prediction. The discussion spans risk management philosophy, market behavior, current market conditions, and the role of certainty versus uncertainty in investment decision-making. Key Concepts or Theories Partial Moments Framework: A statistical approach that rewrites classical statistics, replacing traditional sigma-based measures with upper and lower partial moments to better capture risk and reward asymmetry. Expected Partial Moments: A forward-looking adaptation of partial moments that penalizes certainty (proxied by autocorrelation) rather than relying solely on historical empirical data. Entropy as a Risk Proxy: Maximum entropy equates to maximum uncertainty, which Fred argues is the desirable state for investment. Minimizing entropy (i.e., seeking certainty) is treated as a risk amplifier. Autocorrelation as a Certainty Proxy: High absolute autocorrelation of returns signals greater certainty about the next observation, which Fred penalizes in his ranking models. Behavioral Finance Component: Investors' innate craving for certainty drives herd behavior, leverage decisions, and ultimately market instability. Important Questions Raised How can entropy principles be practically applied to stock market return prediction? Why does greater certainty in an investment outcome represent greater risk rather than safety? Is the stock market truly random, or does it follow patterns similar to prime numbers — not random, yet not fully predictable? What explains the convergence of implied discount rates across randomly selected stocks? How does groupthink among quants using similar models contribute to market behavior?

Professor Hank Korth and I discuss the Clarity Act

Options (II) by Patrick J Zoro

It was my privilege to speak to Frank R. Gunter, a man of experience, wit and perspective on the Middle East based on his experience as a Marine, economist and having spent time in Iraq.

What about Employment? by Patrick J Zoro

Implied volatility (IV). IV is often treated as the market’s best estimate of future uncertainty and risk. But just how accurate is it in predicting actual future price variation? Brett Friedman, Winhall Risk Analytics/OptionMetrics contributor, looks SPX and historical VIX data to calculate forward-looking volatility risk premium (VRP) for insights, https://optionmetrics.com/blog/how-accurate-is-implied-volatility/

talk with Mr. Murphy John, the Chief Growth Officer at StorX Network.

Stan Leong is the author of Engineering Your Finances: The Tech Professional’s Guide to Strategic Wealth Building and a Private Wealth Advisor who helps engineers and executives design the financial future they want. With his background as a former engineer, Stan brings technical precision and relatable insight to financial planning, connecting with clients in ways other advisors often can’t. Nikhil is a strategist focused on structured options-based income design, with published research on Black-Scholes assumptions and options investor behavior, and an upcoming paper introducing a revised pricing framework that addresses structural limitations in classical models. Nikhil’s work sits at the intersection of: Model-based pricing vs. real-world volatility regimes Behavioral distortions in options markets Positive expectancy position structuring Engineering equity-like return profiles with volatility compression Yield enhancement without leverage dependence https://www.linkedin.com/in/jaisinghani-nikhil/overlay/contact-info/