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- Q17079675 subject Q5545883.
- Q17079675 subject Q6901790.
- Q17079675 subject Q7014671.
- Q17079675 subject Q8563823.
- Q17079675 abstract "In investing, dual-beta is a concept that states that a regular, market beta can be divided into downside beta and upside beta. Thus, dual stands for two betas, upside and downside. The fundamental principle behind dual-beta is that upside and downside betas are not the same. This is in contrast to what the Capital Asset Pricing Model assumes, which is that upside and downside betas are identical. Moreover, Fama and French (1992) demonstrated that beta is an imperfect measure of investment risk.".
- Q17079675 wikiPageExternalLink isbn-9780124158757.
- Q17079675 wikiPageExternalLink a-study-of-sharpe-s-asymmetric-beta-model.
- Q17079675 wikiPageExternalLink www.macrorisk.com.
- Q17079675 wikiPageExternalLink capital_asset_pricing_model_calculator.html.
- Q17079675 wikiPageExternalLink www.zacks.com.
- Q17079675 wikiPageExternalLink www.dualbeta.com.
- Q17079675 wikiPageWikiLink Q1054680.
- Q17079675 wikiPageWikiLink Q1089801.
- Q17079675 wikiPageWikiLink Q1094965.
- Q17079675 wikiPageWikiLink Q1100466.
- Q17079675 wikiPageWikiLink Q1337875.
- Q17079675 wikiPageWikiLink Q1479274.
- Q17079675 wikiPageWikiLink Q17006924.
- Q17079675 wikiPageWikiLink Q17079690.
- Q17079675 wikiPageWikiLink Q17144526.
- Q17079675 wikiPageWikiLink Q320723.
- Q17079675 wikiPageWikiLink Q5384698.
- Q17079675 wikiPageWikiLink Q5545883.
- Q17079675 wikiPageWikiLink Q6725147.
- Q17079675 wikiPageWikiLink Q6901790.
- Q17079675 wikiPageWikiLink Q7014671.
- Q17079675 wikiPageWikiLink Q848354.
- Q17079675 wikiPageWikiLink Q8563823.
- Q17079675 comment "In investing, dual-beta is a concept that states that a regular, market beta can be divided into downside beta and upside beta. Thus, dual stands for two betas, upside and downside. The fundamental principle behind dual-beta is that upside and downside betas are not the same. This is in contrast to what the Capital Asset Pricing Model assumes, which is that upside and downside betas are identical. Moreover, Fama and French (1992) demonstrated that beta is an imperfect measure of investment risk.".
- Q17079675 label "Dual-beta".