Value at Risk (VaR) is a statistical measure of portfolio risk: the maximum loss under normal market conditions at a given confidence level (95%, 99%). Used by risk managers, traders, and financial institutions quantifying portfolio risk, setting risk limits, and stress-testing strategies. Salary: $120–180k. Learn in 10–14 weeks. Sits alongside Risk Management, Portfolio Theory, and Statistical Modeling.
Value at Risk (VaR) is a statistical measure of portfolio risk: the maximum loss a portfolio is likely to suffer under normal market conditions at a given confidence level (e.g., 95%). If a portfolio has a 95% VaR of $1M, there's a 95% chance it won't lose more than $1M tomorrow (or chosen period). VaR quantifies risk; it helps risk managers set capital reserves and risk limits. You calculate VaR using market data, returns distributions, and statistical models. Common methods: historical simulation (use past returns), parametric (assume normal distribution), Monte Carlo (simulate thousands of scenarios).
| Regione | Livello base | Mid | Livello esperto |
|---|---|---|---|
| USA | $100k | $160k | $250k |
| UK | £60k | £95k | £160k |
| EU | €68k | €105k | €175k |
| CANADA | C$95k | C$150k | C$240k |
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