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Knowledge Base » A Simple Model to Control Ranking Risk Between Two Portfolios

A Simple Model to Control Ranking Risk Between Two Portfolios

Document ID: 1999-660 (previously 1999/023)
Published on: 30th June 1999
Author: John Hibbert

In order to control the risk of ranking difference between two portfolios within some peer group we must understand the distribution of peer group rankings. Here, we review WM's data on the distribution of pension fund returns and develop a simple statistical model to quantify this risk.

• Model
  • 2 Factor Black Karasinski Model
  • 2 Factor Vasicek Model
  • Constant Volatility Model
  • Credit Model
  • Equity Mean-Reversion Model
  • Exchange Rate Model
  • General Equity Model
  • Inflation Model
  • Libor Market Model
  • Local Volatility Model
  • Mortality Model
  • Mortgage-Backed Securities Model
  • Other Models
  • Stochastic Volatility & Jump Diffusion Model
  • Time-Varying Deterministic Volatility Model

• Asset Class
  • Alternative Assets
  • Credit
  • Joint Distribution
  • Exchange Rate / Currency
  • Derivatives
  • Equity
  • Inflation
  • Interest Rates
  • Property

• Product Areas
  • Capital Measurement
  • Product Communication & Advice
  • Product Design & Governance
  • Risk & Capital Management

• Sectors
  • Retail Distribution
  • Asset and Wealth Management
  • Consultancy
  • Insurance
  • Pension Fund

Other categories

• Calibration Methodology & Techniques
• Calibration Notes
  • Market Consistent
  • Real World
• Calibration Targets
  • Target Methodology
  • Target Updates
  • Target Validation
• Events
• Insights
• iESG
  • Version 6.2
• Monte Carlo Methodology
  • Correlation Matrices
  • Random Number Generation
  • Variance Reduction
• Numerical Methods
• Outputs & Validation
• Solvency II Sample Documentation
• Archive

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