Risk Analytics
This section introduces additional financial and statistical metrics used by OLTA to provide a comprehensive view of each index’s risk-return profile.
Purpose
While Value at Risk (VaR) captures potential downside loss, a broader set of analytics is required to understand the full risk landscape of an index. OLTA uses the following complementary indicators to enrich institutional analysis and improve fund transparency.
Key Metrics
1. Conditional Value at Risk (CVaR)
Also known as Expected Shortfall, CVaR estimates the average loss in the worst-case scenarios beyond the VaR threshold.
Where:
L
= portfolio lossVaR
= Value at Risk at a chosen confidence level (e.g., 95%)𝔼
= expected value operator, representing the average outcome under the given condition
2. Maximum Drawdown
The largest observed loss from a peak to a trough before a new peak is attained.
3. Sharpe Ratio
Measures return per unit of total volatility.
Where:
Rp
= portfolio returnRf
= risk-free rateσp
= standard deviation of portfolio returns
4. Sortino Ratio
Like the Sharpe Ratio but penalizes only downside volatility.
Where:
σd
= standard deviation of downside deviation only
5. Beta (vs BTC + ETH or benchmark)
Measures index sensitivity to the overall market (or BTC + ETH).
Where:
Rp
= portfolio returnRm
= market (or BTC + ETH) return
6. Turnover Ratio
Measures the percentage of the index that changes at each rebalancing.
7. Liquidity-at-Risk (LaR)
Estimates the portion of the index that can be liquidated without exceeding a defined slippage threshold.
Concept: Evaluate order book depth (or AMM pool curve) required to sell a given notional (e.g., $100k) with ≤ 1% price impact.
Implementation
Displayed in index factsheets and dashboards
Recalculated monthly by default (or more frequently for high volatility funds) for high-volume funds
Used to monitor index health, compliance, and historical risk-adjusted performance
OLTA’s Risk Analytics suite offers investors and stakeholders a complete toolbox for evaluating structured crypto exposure with the same rigor found in traditional finance.
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