CHAPTER TWENTY-FOUR
PORTFOLIO PERFORMANCE EVALUATION
CHAPTER OVERVIEW
This chapter discusses and calculates various return measures and risk-adjusted return measures that are
LEARNING OBJECTIVES
After studying this chapter, the student should be able to: calculate various risk-adjusted return measures,
PRESENTATION OF MATERIAL
24.1 The Conventional Theory of Performance Evaluation
Obtaining an accurate estimate of risk-adjusted performance for a portfolio manager is very difficult.
Most of the sound measures of risk adjusted returns require stability for the portfolio. Most portfolios are
actively managed and the stability assumptions are not met. Many industry measures of performance are
Evaluating performance based on average return alone is not very useful. Returns must be adjusted for
risk before they can be compared meaningfully. The simplest and most popular way to adjust returns for
portfolio risk is to compare rates of return with those of other investment funds with similar risk
characteristics. For example, high-yield bond portfolios are grouped into one “universe,” growth stock
equity funds are grouped into another universe.
The chapter presents other measures of performance. Jensen’s alpha is a measure of the percentage
abnormal return using the adjustment of the market model. The Jensen measure does not scale returns for
risk and is therefore not as complete as the Treynor measure. The information ratio measures the alpha