Содержание
- 2. Eugene Fama Born in 1939, an American economist, known for his work on portfolio theory and
- 3. Eugene Fama E. Fama is most often thought of as the father of efficient market hypothesis
- 4. GSS, Gross security selection = ract - rCAPM = CFDR + NSS CFDR, Compensation for diversifiable
- 5. NSS, Net security selection = GSS – CFDR NSS is the effect of “smart” selection of
- 6. In 2012, a managed portfolio: mean returnp = 0,41% betap = 0,77 sigmap = 3,55% Market
- 8. Скачать презентацию
Слайд 2Eugene Fama
Born in 1939, an American economist, known for his work on
Eugene Fama
Born in 1939, an American economist, known for his work on
portfolio theory and asset pricing, both theoretical and empirical.
Currently he is a professor of finance at the University of Chicago Booth School of Business. MBA, PhD.
Currently he is a professor of finance at the University of Chicago Booth School of Business. MBA, PhD.
Слайд 3Eugene Fama
E. Fama is most often thought of as the father of
Eugene Fama
E. Fama is most often thought of as the father of
efficient market hypothesis (EMH), beginning with his Ph.D. thesis.
In a ground-breaking article in the May, 1970 issue of the Journal of Finance, entitled "Efficient Capital Markets: A Review of Theory and Empirical Work," E. Fama proposed three types of efficiency:
strong-form;
semi-strong form; and
weak efficiency.
He was a co-founder of Fama–French three-factor model (1993).
In a ground-breaking article in the May, 1970 issue of the Journal of Finance, entitled "Efficient Capital Markets: A Review of Theory and Empirical Work," E. Fama proposed three types of efficiency:
strong-form;
semi-strong form; and
weak efficiency.
He was a co-founder of Fama–French three-factor model (1993).
Слайд 4 GSS, Gross security selection = ract - rCAPM = CFDR + NSS
CFDR,
GSS, Gross security selection = ract - rCAPM = CFDR + NSS
CFDR,
Compensation for diversifiable risk is the effect of higher volatility of portfolio on the GSS.
CFDR = (rm – rf)*(sigmap/sigmam – betap)
sigmap/sigmam could be called the «degree of volatility»
NB: sigmap/sigmam > betap
CFDR = (rm – rf)*(sigmap/sigmam – betap)
sigmap/sigmam could be called the «degree of volatility»
NB: sigmap/sigmam > betap
Analysis of abnormal return
by E. Fama
Слайд 5 NSS, Net security selection = GSS – CFDR
NSS is the effect of
NSS, Net security selection = GSS – CFDR
NSS is the effect of
“smart” selection of securities for a portfolio, and effective & efficient trading (opening/closing positions).
Слайд 6
In 2012, a managed portfolio:
mean returnp = 0,41%
betap = 0,77
In 2012, a managed portfolio:
mean returnp = 0,41%
betap = 0,77
sigmap = 3,55%
Market proxy is ACWIFM (0,24%;1,83%)
Find:
GSS
Degree of volatility
CFDR
NSS
Evaluate the portfolio manager’s performance
Practice
- Предыдущая
Solving Problems