Comparative analysis of volatility metrics between NDX and SPX weekly options
Quick comparison of QQQ vs SPY weekly options: ATM IV, put skew and IV−RV spread.
QQQ vs SPY, window 6m
Interactive chart will appear here once connected to backend data
QQQ vs SPY, window 6m
Interactive chart will appear here once connected to backend data
Underlying JSON payload
{ "metric": "weekly_atm_iv", "window": "6m", "points": [ { "date": "2025-06-02", "qqq": 27, "spy": 21 }, { "date": "2025-06-09", "qqq": 26, "spy": 20 }, { "date": "2025-06-16", "qqq": 30, "spy": 24 }, { "date": "2025-06-23", "qqq": 29, "spy": 23 }, { "date": "2025-06-30", "qqq": 28, "spy": 22 }, { "date": "2025-07-07", "qqq": 27, "spy": 21 }, { "date": "2025-07-14", "qqq": 26, "spy": 20 }, { "date": "2025-07-21", "qqq": 30, "spy": 24 }, { "date": "2025-07-28", "qqq": 29, "spy": 23 }, { "date": "2025-08-04", "qqq": 28, "spy": 22 }, { "date": "2025-08-11", "qqq": 27, "spy": 21 }, { "date": "2025-08-18", "qqq": 26, "spy": 20 } ], "lastUpdated": "2025-08-18T22:15:22.241Z" }
Underlying JSON payload
{ "metric": "iv_rv", "window": "6m", "points": [ { "date": "2025-06-02", "qqq": 9, "spy": 1 }, { "date": "2025-06-09", "qqq": 8, "spy": 0 }, { "date": "2025-06-16", "qqq": 12, "spy": 4 }, { "date": "2025-06-23", "qqq": 11, "spy": 3 }, { "date": "2025-06-30", "qqq": 10, "spy": 2 }, { "date": "2025-07-07", "qqq": 9, "spy": 1 }, { "date": "2025-07-14", "qqq": 8, "spy": 0 }, { "date": "2025-07-21", "qqq": 12, "spy": 4 }, { "date": "2025-07-28", "qqq": 11, "spy": 3 }, { "date": "2025-08-04", "qqq": 10, "spy": 2 }, { "date": "2025-08-11", "qqq": 9, "spy": 1 }, { "date": "2025-08-18", "qqq": 8, "spy": 0 } ], "lastUpdated": "2025-08-18T22:15:22.273Z" }
Avg IV by tenor buckets
yfinance via a backend service. ETF options used as proxies for index options (QQQ ≈ NDX, SPY ≈ SPX).
ETF options used as stand-ins for index options. Differences may exist due to dividends, trading hours, microstructure, and tax treatment.
Focus on expirations within 5–14 DTE. Excludes standard monthlies to focus on "pure weeklies".
Put skew = IV(put −25d) − IV(ATM). Risk reversal = IV(call +25d) − IV(put −25d).
Annualized std of log returns over the option life (≈ sqrt(252)). Aligns realized windows to match each weekly expiry cohort.
Compare average IV by tenor buckets (e.g., 5–9 DTE vs 25–35 DTE). Bucket expirations by tenor for comparison.
ETF vs index nuances; yfinance IV completeness/accuracy; holidays; stale quotes. Values shown here are sample data for UI scaffolding.