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Volatility term structure

How implied volatility differs across expirations for the same underlying; usually upward sloping in calm markets and inverted in stressed ones.

In quiet conditions near-dated options imply less volatility than long-dated ones, because the market assumes today's calm cannot last. When something frightening happens the curve inverts: the front month spikes while the back barely moves, since the shock is expected to resolve.

Calendar and diagonal structures are direct bets on this curve. Selling the rich front month and owning the cheap back month is a term-structure trade, and the risk is not price but whether the curve normalises before the short leg expires.

Example: XYZ 7-day implied volatility 22%, 30-day 25%, 90-day 27% — a normal upward slope. After a profit warning the same chain reads 58%, 41%, 32%. Inverted, and the front month is now the expensive one to sell.

Related: forward-volatility, calendar-spread, vix-futures-curve, volatility-surface

See it drawn

Original diagrams for the ideas on this page. Illustrative, not real market data.

Rolling a futures position forwardThe March contract is sold and the June contract bought on the roll date, before March expires.5.004.754.504.254.00Contract price1 Feb15 Feb1 Mar15 Mar1 AprCalendar dateROLL DATEsell March, buy June the same dayMarch expiresMARCH CONTRACT (front month)JUNE CONTRACT (next up)Solid = the contract you hold. Dashed = the contract you do not.
Rolling a futures position forward. Every futures contract has an expiry date, so a trader who wants to stay in the market closes the front-month contract and opens the next one. That swap is the roll, and the two contracts rarely trade at the same price.

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