Popularity: A Bridge between Classical and Behavioral Finance

Roger G. Ibbotson, Thomas M. Idzorek, Paul D. Kaplan, James X. Xiong

ISBN 10: 1944960600 / ISBN 13: 9781944960605

Published by CFA Institute Research Foundation, 2019

About this Item

[ No Hassle 30 Day Returns ][ Ships Daily ] [ Underlining/Highlighting: NONE ] [ Writing: NONE ] [ Edition: First or Reprint ] Publisher: CFA Institute Research Foundation Pub Date: 1/1/2018 Binding: Paperback Pages: 164 First or Reprint.

Seller Inventory # 6733120

Bibliographic Details

• Title: Popularity: A Bridge between Classical and Behavioral Finance
• Publisher: CFA Institute Research Foundation
• Publication Date: 2019
• Language: English
• ISBN 10: 1944960600
• ISBN 13: 9781944960605
• Binding: Soft cover
• Condition: Very Good

About this title

Synopsis

Classical and behavioral finance are often seen as being at odds, but the idea of “popularity” has been introduced as a way of reconciling the two approaches. Investors like or dislike various characteristics of securities for rational reasons (as in classical finance) or irrational reasons (as in behavioral finance), which makes the assets popular or unpopular. In the capital markets, popular (unpopular) securities trade at prices that are higher (lower) than they would be otherwise; hence, the shares may provide lower (higher) expected returns.This book builds on this idea and expands it in two major ways. First, it introduces a rigorous asset pricing model, the popularity asset pricing model (PAPM), which adds investor preferences for security characteristics other than the risk and expected return that are part of the capital asset pricing model. A major conclusion of the PAPM is that the expected return of any security is a linear function of not only its systematic risk (beta) but also of all security characteristics that investors care about. The other major contribution of the book is new empirical work that, while confirming the well-known premiums (such as size, value, and liquidity) in a popularity context, supports the popularity hypothesis on the basis of portfolios of stocks based on such characteristics as brand value, sustainable competitive advantage, and reputation. Popularity unifies the factors that affect price in classical finance with those that drive price in behavioral finance, thus creating a unifying theory or bridge between classical and behavioral finance.