Risk Analysis
Understand the current risk of a portfolio, how portfolio risk has changed over time, how those risks are reflected in relative performance, and how to optimize the portfolio to a desired set of risk characteristics.
Portfolio Optimizer lets quantitative analysts and portfolio managers analyze an initial or model portfolio to suggest potential trades that maximize portfolio utility in a risk/retun construct. Fully customize variables within an optimization while relying on FactSet to seamlessly manage underlying data.
Key Features:
- Select models: select global, regional, or single-country models from suppliers such as Barra, Northfield, APT, R-squared, or your own custom risk models
- Set dates: choose any date for optimization; this flexibility makes it possible to iterate an optimization through time
- Create factor constraints: establish penalties for falling below or exceeding any user-defined constraints
- Identify sector and industry constraints: specify minimum or maximum concentration in particular sectors and industries using third-party or proprietary definitions
- Define alphas: define alphas of each security or upload proprietary alpha scores to FactSet's mainframes
- Find portfolios and benchmarks: select any FactSet formulas, Universal Screen, portfolio, or third-party benchmark as the starting point for analysis
Analyze Risk of Non-Normal Portfolios with Monte Carlo VaR
Equity options don’t exhibit normal distribution in their returns. When introduced into an equity-only portfolio, these securities change the distribution of the portfolio’s return. As a result, tracking error and other mean/variance statistics no longer describe the portfolio’s risk. To meet this need, FactSet offers Monte Carlo VaR in Portfolio Analysis.
Key Features:
- Access data from Portfolio Analysis: tap into any of the portfolios, benchmarks, and composites available to the Portfolio Analysis application
- Simulate different factor return outcomes: apply a Monte Carlo technique from the same risk models that you would select for a tracking error analysis
- Compute option returns: select the the appropriate options pricing model (Barone-Adesi, Whaley for American options, and Black-Scholes for European options) to compute option returns
- Aggregate resulting security returns: compile your results into a single, simulated portfolio return for each outcome in the Monte Carlo Simulation
- View results in a chart and add statistics: analyze the resulting distribution as a chart or run statistics like VaR or Expected Tail Loss to any Characteristics report