Greeks

The Binomial Model Part 2: Trees, Greeks, and the Continuous Limit

In Part 1 we covered the intuition behind the binomial model: delta hedging, risk-neutral pricing, and why probabilities do not matter for option values. Now we get to the practical side. How do you actually build a binomial tree, compute option prices, estimate Greeks, handle American options, and connect everything back to Black-Scholes?

The Greeks: Delta, Gamma, Vega, and How Traders Manage Risk

Chapter 7 is one of the meatiest chapters in the first part of Wilmott’s book. It does two big things: first, it derives the actual Black-Scholes formulas for calls, puts, and binary options step by step. Second, it introduces the Greeks, which are the sensitivity measures that traders live and die by every single day. Wilmott makes an interesting argument early on: getting the hedging right is more important than getting the price right. Let me explain why.

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