SKYY - First Trust Cloud Computing ETF

The First Trust Cloud Computing ETF is an exchange-traded fund. The investment objective of the Fund is to seek investment results that correspond generally to the price and yield, before the Fund's fees and expenses, of an equity index called the ISE CTA Cloud Computing Index.

As of May 15, 2026: spot at $128.66, ATM IV 34.9%, max pain $115.00, net GEX $98.4K.

Sector
Financial Services
Industry
Asset Management
Market Cap
$2.44B
Beta
1.06
52-Week Range
103.76-143.74
IPO Date
Jul 6, 2011
Exchange
NASDAQ

What SKYY Looks Like to Options Traders Today

IV rank of 59.8% sits near the 1-year median, where strategy choice depends on directional conviction and the event calendar rather than vol regime alone; positive net gamma exposure ($98.4K) means dealers hedge against trend, damping realized volatility and biasing price toward heavy-OI strikes; the 25-delta skew (0.084) prices calls richer than puts, often reflecting upside speculation or squeeze risk.

What This Page Covers

The SKYY overview links into per-metric analysis views: max pain, gamma exposure, volatility skew, expected move, options chain, open interest history, and aggregate Greeks. Microstructure data is available on short interest, short volume, fail-to-deliver, and market structure.

Frequently asked SKYY overview questions

What is SKYY?
SKYY is the ticker symbol for First Trust Cloud Computing ETF, an listed exchange-traded fund. The First Trust Cloud Computing ETF is an exchange-traded fund. The investment objective of the Fund is to seek investment results that correspond generally to the price and yield, before the Fund's fees and expenses, of an equity index called the ISE CTA Cloud Computing Index. Listed on NASDAQ. SKYY is the ETF ticker shown on this page; ETF traders use the fund for diversified exposure to its underlying basket, for sector and factor rotation, and for hedging or replication strategies via the listed options chain.
What does the SKYY options snapshot look like today?
As of May 15, 2026, the SKYY options snapshot shows spot at $128.66, ATM IV 34.9%, IV rank 59.8%, max pain $115.00, net GEX $98.4K, expected move 10.01%. The full options chain, Greeks by strike and expiration, per-strike open-interest distribution, dealer gamma and delta exposure, and the volatility skew surface are linked from this overview page. Each per-metric route refreshes once per trading session and reflects the most recent close-of-business listed-options state.
What are SKYY's key statistics?
First Trust Cloud Computing ETF (SKYY) carries a market capitalization of $2.44B, 52-week range of 103.76-143.74. Full holdings disclosure, expense ratio, and tracking-error history live on the per-ticker fundamentals page or the sponsor's site; daily NAV and premium/discount-to-NAV are accessible from the same view. These structural inputs frame how the ETF options market prices implied volatility relative to its constituents.
What sector or industry does SKYY belong to?
First Trust Cloud Computing ETF operates in the Financial Services sector, in the Asset Management industry. Sector classification affects how the ticker correlates with sector ETFs, how it reacts to macro factors like rate moves and commodity prices, and how its options pricing compares to sector peers. Compare SKYY's implied volatility and skew against sector benchmarks to gauge whether the options market is pricing single-name or systemic risk relative to the broader peer group.
How current is the SKYY data on this page?
The options snapshot above is dated May 15, 2026 and refreshes once per session, with all per-strike Greeks and exposure aggregates recomputed at the daily close. Fund-level fields (sponsor, expense ratio, holdings concentration where available) refresh from the vendor feed nightly. ETF-specific filings (N-CSR, N-PX, N-CEN) update on the SEC EDGAR cadence. FINRA microstructure data refreshes on the source's cadence; for ETFs the off-exchange volume signal is dominated by authorized-participant creation and redemption rather than directional flow.