Abstract

Purpose This study aims to use gray models to predict abnormal stock returns. Design/methodology/approach Data are collected from listed companies in the Tehran Stock Exchange during 2005-2015. The analyses portray three models, namely, the gray model, the nonlinear gray Bernoulli model and the Nash nonlinear gray Bernoulli model. Findings Results show that the Nash nonlinear gray Bernoulli model can predict abnormal stock returns that are defined by conditions other than gray models which predict increases, and then after checking regression models, the Bernoulli regression model is defined, which gives higher accuracy and fewer errors than the other two models. Originality/value The stock market is one of the most important markets, which is influenced by several factors. Thus, accurate and reliable techniques are necessary to help investors and consumers find detailed and exact ways to predict the stock market.

Highlights

  • There are various methods for measuring the abnormal returns[1]

  • Several studies show that the nonlinear models have higher estimation power than linear the ones and these are capable of modeling the behavior of the efficiency (Abbasi and Bagheri, 2011)

  • While other forecasting models such as neural models use a high volume of data, the gray model merely requires the data of previous years (Khajavi et al, 2012)

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Summary

Introduction

There are various methods for measuring the abnormal returns[1]. These methods are usually different, depending on the expected return measure used. Expected or normal return is the return on equity after excluding the expected event. Expected returns in event studies are either estimated by using patterns such as pattern arbitrage in the market or measured as the average market return (Binder, 1998). There has been a substantial increase in the use of nonlinear models, as compared with the linear ones, in recent literature. Several studies show that the nonlinear models have higher estimation power than linear the ones and these are capable of modeling the behavior of the efficiency (Abbasi and Bagheri, 2011).

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