Reference
How scoring works
Every candidate is screened through seven gates, then scored across seven signals into a single Vantis Score. A higher score reflects more structural favorability for selling premium — it is a measurement, not a prediction or a recommendation.
The Vantis Score is a single number — 0 to 100% — that quantifies how favorable a stock is for selling options premium right now. It is the weighted average of seven signals, each normalized to [0, 1], each targeting a different dimension of the volatility risk premium.
The score doesn't ask "will this stock go up?" It asks: "Are options on this stock systematically overpriced relative to how much the stock actually moves?" That gap — implied volatility exceeding realized volatility — is the Volatility Risk Premium (VRP), the foundational tendency the entire strategy targets. Academic literature on options markets has consistently found this premium positive on average over decades, which is the theoretical grounding for the strategy.
Weights sum to 1.0 · Score expressed as a percentage in the UI
The seven gates
The seven signals
Signals are designed to be complementary — no two measure the same thing. VRP and IVP both relate to implied volatility but from different angles: VRP compares IV to recent realized vol; IVP compares IV to its own history. Together they confirm that options are not just expensive in absolute terms, but expensive relative to what the stock actually does.
ATM IV ÷ HV30 · Ratio > 1.5 → max score · Ratio < 1.0 → zero
percentile rank of the 30-day ATM IV
against this stock's own daily history — current IV richer than
its own past → high score · while ~3 months of history
accumulates, an HV-band estimate stands in
percentile rank of the 25-delta risk reversal
(25Δ put IV − 25Δ call IV) against this stock's own daily history
· while ~3 months of history accumulates, a fixed-scale estimate
stands in
1 − (HV10 ÷ HV20) · HV10 << HV20 → high score
−z_score where z = (price − SMA20) ÷ stdev
· z < −1.5 → max score · z > 0 → near zero
PEG ratio or forward P/E (whichever available)
· PEG < 1.0 → high score · PEG > 3.0 → near zero
percentile rank of the premium-weighted put/call ratio
(Σ put premium ÷ Σ call premium, premium = volume × price)
against this stock's own daily history · while ~3 months of
history accumulates, a fixed-scale estimate stands in
Gates are hard pass/fail checks applied independently of the score. A ticker can score 80% Vantis Score and still be a bad premium sell candidate if it fails critical gates. Gates filter out names with binary event risk, weak fundamentals, or illiquid options — conditions that invalidate the Kelly sizing assumptions.
Gates failing due to data errors default to False (conservative). The tool would rather cause you to miss a trade than enter before an undetected earnings announcement.
| GATE | CRITERION | WHY IT MATTERS |
|---|---|---|
| ROIC | ROE > 12% | Quality filter (ROE used as ROIC proxy). Low-quality businesses with poor returns on capital tend to deteriorate gradually — their stock decays in ways that don't show up in short-term IV. They also lack pricing power to recover from drawdowns. |
| FCF | Free Cash Flow > 0 | Cash-burning companies have binary event risk every quarter: any miss on the path to profitability can gap the stock 20–40%. Positive FCF means the business doesn't depend on capital markets to survive — a key floor when you're short puts. |
| DEBT | Debt/Equity < 1.5× | Over-leveraged balance sheets are vulnerable to credit events, rate moves, and covenant triggers. When credit conditions tighten, highly levered stocks get hit harder than the business fundamentals justify — the kind of gap that overwhelms short-put positions. |
| MARGIN | Gross Margin > 40% | High-margin businesses have pricing power and variable-cost flexibility. They hold up better in downturns because their profitability isn't erased by modest revenue declines. Low-margin businesses (retail, hardware) can swing from profitable to loss-making quickly. |
| VALUE | Forward P/E < 25× | Expensive stocks (high-growth, momentum-driven) have further to fall when sentiment shifts. A stock at 60× forward earnings needs things to go right for years — any disappointment compresses the multiple, not just the earnings. Cheaper stocks have a nearer fundamental floor. |
| LIQUIDITY | Options Volume > 1,000/day | Minimum liquidity for fair execution. Low-volume options have wide bid/ask spreads that erode the theoretical premium before you even execute. You need enough activity to get close to mid-market on entries and exits. |
| NO BINARY | No earnings within 35 days | The most important gate. Earnings announcements regularly move stocks 5–15% overnight. This is a known binary event with an unknown direction — it's not a risk that IV compensation covers because the realized move often exceeds the implied move. Never hold short premium through earnings. |
The tool selects a trade structure automatically based on Vantis Score and IVP score. Higher alpha + higher IV percentile = more aggressive structure. The logic: when IV is historically elevated (high IVP), naked or near-naked structures have more cushion because the IV crush on a trade that goes right is larger. When IV is moderate, defined-risk structures protect against the scenario where IV expands further against you.
| CONDITION | STRUCTURE | DELTA TARGET | RATIONALE |
|---|---|---|---|
| Alpha ≥ 60% AND IVP ≥ 70% | Naked Put / CSP | 25–30Δ | Strongest setup with elevated IV. Maximum premium collection. Full exposure to downside if wrong, so quality gates matter most here. |
| Alpha ≥ 60% | Put Credit Spread | 20–25Δ | Strong setup but IV not elevated enough to justify uncapped downside. Defined-risk structure with reasonable premium; commonly-used balance of risk and yield. |
| Alpha ≥ 45% AND IVP ≥ 60% | Short Strangle | 15–20Δ | Moderate setup with elevated IV. Collects premium on both sides. Higher risk than a spread — requires vigilance on both the upside and downside. |
| Alpha ≥ 45% | Iron Condor | 15Δ | Moderate setup, average IV. Fully defined risk. Collects premium on both sides with wings that cap the loss. Ideal when IV is just elevated enough to make a condor worthwhile. |
| Alpha ≥ 35% | Wide Iron Condor | 10Δ | Marginal setup. Very wide wings to minimize assignment risk. Low credit but defined risk. Only worth considering for highly liquid names. |
| Alpha < 35% | No Trade | — | Insufficient methodology score. The credit collected doesn't justify the risk. Wait for an IV expansion event or look elsewhere. |
Kelly criterion answers: "What fraction of your portfolio should you risk to maximize the long-run growth rate of your capital?" Over-betting Kelly guarantees eventual ruin. Under-betting is suboptimal but safe. The tool applies a 40% safety discount and hard cap to account for model uncertainty.
q = 1 − p (loss probability)
b = net premium ÷ net max loss
f* < 0 means no edge at these terms
Hard cap at 5% of portfolio
Applied because p is model-estimated,
not empirically calibrated
Position sizing inputs are computed automatically using Black-Scholes (~30 DTE). The tool finds the put/call strikes matching your delta target via binary search, prices those options, and computes net credit and max loss per the structure's loss assumptions. Wing width for spreads = 5% of stock price, rounded to nearest $5.
The tool is a research and sizing aid, not a trading system. Understanding what it can't do is as important as understanding what it can.
| LIMITATION | DETAIL |
|---|---|
| IVP Approximation | True IV percentile requires a historical IV time series. The tool estimates IVP from ATM IV vs long-run historical vol — a proxy, not a true percentile rank. A Tier 2 data source (Tradier, CBOE) would improve this significantly. |
| p is model-estimated | Win probability comes from the AI or mock profiles, not from historical outcomes on this strategy. It encodes reasonable assumptions but isn't calibrated to actual trade P&L. Treat sizing as directional guidance, not precision. |
| Flat vol surface | Black-Scholes pricing uses ATM IV for all strikes. The real vol surface is skewed — puts are priced higher than ATM. OTM put premium estimates are slightly understated; OTM call estimates slightly overstated. |
| Weights are opinion | Signal weights (VRP 25%, IVP 20%, etc.) are grounded in research but not empirically optimized to backtested P&L. The tier structure is well-supported academically. The specific percentages are judgment calls. |
| 15-min delayed data | All market data comes from yfinance (free tier, 15-minute delay). Real-time execution requires live quotes from a broker. Never place orders based solely on tool output without checking current prices. |
This page is educational. Scores are quantitative observations from a published methodology — not buy/sell signals, advice, or a promise of results. Many scored trades will lose.
Got itVantis is a software tool, not investment advice. Vantis LLC is not a registered investment adviser, broker-dealer, or fiduciary. Outputs — including scores, signals, structure suggestions, sizing estimates, and AI-generated commentary — are quantitative observations from a published methodology and are not recommendations to buy, sell, or hold any security. Options trading involves substantial risk; you can lose more than you put in. Read our Terms, Privacy Policy, Risk Disclosure, and AI Disclosure.