Security characteristic line

This article will address the topic of Security characteristic line, which has been the subject of great interest and debate in recent decades. Security characteristic line has captured the attention of academics, professionals and the general public due to its impact on various aspects of contemporary society. Throughout this article, Security characteristic line will be analyzed in depth, exploring its origin, evolution, implications and possible future scenarios. Different perspectives, theories and studies will be examined that will shed light on this phenomenon, allowing the reader to obtain a comprehensive and critical understanding of Security characteristic line. Through the detailed examination of this topic, we seek to promote reflection and dialogue around Security characteristic line, contributing to understanding and generating new ideas and approaches to address the challenges it presents.

Security characteristic line

Positive abnormal return (α): Above-average returns that cannot be explained as compensation for added risk

Negative abnormal returns (α): Below-average returns that cannot be explained by below-market risk

Security characteristic line (SCL) is a regression line,[1] plotting performance of a particular security or portfolio against that of the market portfolio at every point in time. The SCL is plotted on a graph where the Y-axis is the excess return on a security over the risk-free return and the X-axis is the excess return of the market in general. The slope of the SCL is the security's beta, and the intercept is its alpha.[2]

Formula

where:

αi is called the asset's alpha (abnormal return)
βi(RM,tRf) is a nondiversifiable or systematic risk
εi,t is the non-systematic or diversifiable, non-market or idiosyncratic risk
RM,t is the return to market portfolio
Rf is a risk-free rate

See also

References