Maria
Augusta Soares Machado
IBMEC-RJ, Brazil
E-mail: fuzzy-consultoria@hotmail.com
Ana
Beatriz de Mello Moraes
IBMEC-RJ, Brazil
E-mail: ana.moraes@ibmec.edu.br
Alberto
Jacobsen
Fuzzy
Consultoria Ltda, Brazil
E-mail: fuzzy-consultoria@hotmail.com
André
Machado Caldeira
Fuzzy
Consultoria Ltda, Brazil
E-mail: amcaldeira@yahoo.com.br
Bruno
Roberto Santos
Fuzzy
Consultoria Ltda, Brazil
E-mail: bruno.roberto.2019@gmail.com
Submission: 3/30/2020
Revision: 5/13/2020
Accept: 6/3/2020
ABSTRACT
Investors are not concerned with subjective internal
measures, employees’ satisfaction or internal policies regarding the CEO’s evaluation
and their compensation. For the
investor, the most important aspect is the return of their investment. This
paper focuses filling the gap left generically and quantitatively in evaluating
the CEOSs influence on the stock performance on their companies during their
management. The measurement of the CEOSs influence on the stock performance of
the most important North American companies is this paper’s proposal. Assuming
an efficient market and observing these companies’ stock performance during a
specific period, it is possible to know with accuracy what these institutions
created during the same period, as well as, expectation changes on their future
profits. In this study,
it was used some statistical tests described along the paper. This study demonstrated that, completely assume that the CEOSs of the
main American companies were a determinant factor in the success of these
corporations is a widely committed mistake.
Keywords: stock; performance; the investors’ interests; dividends; adjustment
1.
INTRODUCTION
Intellectual
Great
company leaders
· Was company X really instigated by
its
· Should Y Company’s growth be
attributed to its
· Was the Z pharmaceutical company
really stimulated by its
Regardless
of a
De
Considering the previous
paragraph true, the following can be stated: No other work has exclusively
studied the CEOSs influence from the stock holders’ perspective, that is, no
Thus,
this work had the ambition of filling the gap left open by its
Assuming
an efficient market and observing these companies’ stock
2.
METHODOLOGY
2.1.
The selection of a
reference index
An important part of
this paper was the selection of which public companies will have their
leadership evaluated. The first step was to determine which companies were the
most representative in the economy or
An important part of this study was the selection of which public
companies had their leadership evaluated. The first step was to determine which
companies were the most representative in the economy or
Companies and specialized institutions such as Dow Jones & Company,
There
Since this was the first study to tests the hypothesis of CEOs from large
companies as essential factors in their companies’ stock
After the country selection and which companies to analyze, it still
remained to choose the most adequate index for this research, for the American
economy is represented by many indexes: Wilshire 5000, Russel 2000, S&P
500, Nasdaq, Dow Jones
The
Dow Jones
The
second motive was that according to the Dow Jones & Company[5] the
companies included in this index must be recognized as leaders in their
industries and always pass through a severe analysis before their inclusion.
The third positive
characteristic of the Dow Jones
The only negative aspect
that could be pointed out against the use of the Dow Jones
2.2.
Data Gathering
At
this point it’s necessary to know which companies constituted the Dow Jones
Table 1: Dow Jones Average Index
Name of the
Company |
Negotiation Code |
Alcoa |
AA |
Altria Group |
MO |
American
International Group |
AIG |
American Express |
AXP |
Boeing |
BA |
Caterpilar |
CAT |
Citigroup |
C |
Coca |
KO |
DuPont |
DD |
Exxom Mobile |
XOM |
General Eletric |
GE |
General |
GM |
Hewllet Packard |
HPQ |
Home Depot |
HD |
Honeywell
International |
HON |
IBM |
IBM |
Intel |
INTC |
Johnson &
Johnson |
JNJ |
JP Morgan Chase |
JPM |
Mc Donald's |
MCD |
Merck |
MRK |
Microsoft |
MSFT |
SBC Communications |
SBC |
3M |
MMM |
United Technologies |
UTC |
Pfizer |
PFE |
Procter &
Gamble |
PG |
Verizon |
VZ |
Wall Mart |
WMT |
Walt Disney Company |
DIS |
Now
that all of the companies’ names and
It
was necessary to access the Websites and find the leadership pages from this
point forward. Some of these companies shared the desired information; others
presented in a fragmented manner or simply didn’t
Table 2:
Name of the CEOSs and the date they assumed their position
Company |
Name of the CEO |
Assumed position on |
Alcoa |
Alain J. Belda |
1st of
January 2001 |
Altria Group |
Louis C. Camilleri |
25th of
April 2002 |
American
International Group |
Maurice R.
Greenberg |
1967 |
American Express |
Kenneth I. Chenault |
1st of April
2001 |
Boeing |
Harry C.
Stonecipher |
1st
of December 2003 |
Caterpilar |
James W Owens |
1st of
February 2004 |
Citigroup |
|
8th of September 2002 |
Coca |
E.Neville Isdell |
1st
of June 2004 |
DuPont |
Chad Holliday Jr |
1st of January
1999 |
Exxom Mobile |
Lee R. Raymond |
1st of
April 1993 |
GE |
Jeffrey R. Immelt |
7th
of September 2001 |
GM |
Rick Wagoner |
1st of May
2003 |
Hewllet Packard |
Carly Fiorina |
1st of July
1999 |
Home Depot |
Robert L. Nardelli |
1st of December
2000 |
Honeywell
International |
David M. Cote |
1st of
February 2001 |
IBM |
Samuel J. Palmisano |
1st of
March 2002 |
Intel |
Craig R. Barrett |
26th
of March 1998 |
Johnson &
Johnson |
William C. Weldon |
1st
of April 2002 |
JP Morgan Chase |
William B.
Harrison, Jr. |
1st of
December 2000 |
Mc Donald's |
Charlie Bell |
19th of
April 2004 |
Merck |
Raymond V.
Gilmartin |
1st of
June 1994 |
Microsoft |
Steve. Ballmer |
1st
of January 2000 |
SBC Communications |
Edward E. Whitacre
Jr |
1st
of January 1990 |
3M |
W. James Mcnerney,
Jr. |
1st of
January 2001 |
United Technologies |
George. David |
1st of
April 1994 |
Pfizer |
Hank McKinnell |
1st
of January 2001 |
Procter &
Gamble |
A.G Lafley |
8th
of June 2000 |
Verizon |
Ivan Seidenberg |
1st
of April 2002 |
Wall Mart |
Lee Scott |
14th
of January 2000 |
Walt Disney Company |
Michael D. Eisner |
1st
of September 1984 |
Since
the market index was chosen, the names of the companies and their respective
CEOSs were known, to construct the tests two information were still missing:
· The historical series adjusted by
splits[13] and dividends for a period of three
years[14], previous and
· The DJIA historical series for a
period of three years prior to the oldest CEO change (Michael D. Einsner on the 1st of September of 1984). Hence
it was necessary to obtain a complete series since the 1st of
September of 1981.
The
Yahoo Finance[15]Website
Since
the used
1. These companies uphold a good
history of dividends[18] paid to stock holders; therefore it
was imperative to make constant adjustments to their historical series.
2. In the three cases, the last CEO
change took place ten years earlier, increasing the effects of the constant
dividends adjustment.
The
problem above was solved by manually modifying the calculus
2.3.
Data Treatment
As
mentioned previously, this study’s main idea was the analysis of the relevance
of CEOs on the stock
A
possible hypothesis to establish if the CEOs were really determinant in the
companies’ success was to measure if the average return of the selected
companies’ stock varies when their CEOs were changed, in other words, test if
the stock’s movement tendencies change when these companies have their
leadership altered.
Before
carrying through with the analysis a problem needs to be solved; stocks prices
vary according to economic cycles and he perception of the economy’s future.
Thus, the stocks’ prices tendencies
The
macroeconomic effects must be detached from the microeconomic ones in order to
observe the
The
first step was to create a daily return series for the desired period for each
one of the analyzed companies based on the closing historical series adjusted
by splits and dividends, as well as, create a daily return series for the same
period based on the DJIA’s historical series.
After
the creation of the companies’ daily return series and the DJIA index daily
return series, for the same period, the second step would be the creation of a
return series with daily returns discounted by the DJIA index’s daily return,
in other words, for the selected period, a excess
return series with daily is being created for each company. It can also be
affirmed that companies’ daily alphas[20] series were being created.
The
last stage was the definition of a
2.4.
Testing the Hypothesis
This
study has tested if the CEOs of the main American companies have significant
influence on their company’s stock return during their administration. To
evaluate the CEOs influence on the return of their stock
From
this point forward this paper had continued from the following premise: If a
CEO change was capable of causing variations in the series’ outcome during the
periods constituted by the
This
study has tested in two ways the hypothesis that a CEO change causes a
significant alteration on their companies’ stock return. First, through a test
called the Chow[22] breakpoint test. The objective of
this test is to generate N regressions for N sub-periods and verify if there is
any significant difference among the estimated equations. A significant
difference indicates a breakpoint.
The
companies’ stock return
The
estimated equations were simple regressions where the dependent variables were
the stock’s return for the periods and the independent variables were Dow Jones
Two
different results were expected after the Chow's breakpoint test :
1.
Companies
that presented a breakpoint in their alphas daily series after a CEO change.
2.
Companies
where there was no breakpoint in their alphas daily return series after a CEO
change.
The
results analysis were proceeded as follows: There
1.
Companies
with an alteration
2.
Companies
in which there was no change in the
Since
there were two possible results, it was affirmed that the results had a
binomial[23], distribution, thus, a binomial test may be
estimated in other to verify if in the
The
second method, to test if the CEOs of large companies significantly influence
the return of their stocks, is a tendency test to verify the stock’s daily
excess return and then, verify if there was a significant change in the series’
tendency before and after the change of CEOs.
A
comparison between the tendencies of the alphas series’ before and after the
CEO change will be carried through the T student test for a single sample. In
this case the tendencies of daily excess returns were provided by their
average. The objective of the T student test is to discover if the average of
the differences between the average of the alphas series
2.5.
Mathematical Definitions
The definitions for
minimum square line, Chow test, binomial distribution and binomial test
2.5.1.
Minimum Square Lines
The minimum square line is like every line represented by a two variable
equation (usually x and y). According to Spielgel
(1997, p. 372), the minimum square line best approximates or adjusts the group
of points (x1 ,y1), ... , (xn ,yn)[25]. Its equation is:
(1.a)
By solving the following system, the α and β
constants can be defined:
(1.b)
(1.c)
The α and β values in
equations 1.b and 1.c
(1.d)
(1.e)
2.5.2.
Chow's breakpoint test
When
there
Suppose
there is a series with N1 +
N2 observations
and K parameters that allows the following model to be arranged:
(2.a)
Now,
suppose that it is known that a great change has occurred in the period (change
of CEO) and there
This model may be represented by
the following regression:
(2.b)
(2.c)
where:
x = Dow Jones
y = Stocks’ daily returns
If β1 = β2. In order to do so an UR (Unrestricted) model should be build.
.+ (2.d)
If
the sum of the squared errors for model 2.b
and 2.c
~ (2.e)
Then, this model assumes an F
distribution with a null equality hypothesis among the coefficients.
2.5.3.
Binomial Distribution
A
Binomial distribution may only assume two values: 0 and 1. Such values
Considering
a sequence with N independent experiences[30] E1, E2, ..., En, where each experience can only
assume two possible variables: failure or success, and the outcome of a failure
or a success in one of the
Thus,
the Bernoulli distribution may be written as:
(3.a)
2.5.4.
Proportion tests
The values of the null and alternative hypotheses
must be defined before the proportion test can be applied; they
As mentioned previously, the objective of this study
was to test if the CEOs of large American companies were in fact decisive in
the market
The following proportions were adopted in this study:
This means that it could be verified if a change of
CEOs was not relevant for the stock
H0: p = p0
H1: p < p0
The sample space Z is calculated by:
(4.a)
The Z result is compared to the desired α level of
significance. It can be
concluded that:
· If Z < -Zα , rejects H0
· If Z > Zα , rejects H0
· If | Z | > -Zα/2 , rejects H0
2.5.5.
T student test for a sample
The
objective of the T student test, in this study, was to discover if the average
of the difference between alphas series average
In other words, the hypothesis tested
was H0: αa – αp = 0
The t
statistics is calculated by:
(5.a)
The level of
significance[31] in which H0 may be accepted or
rejected is reveled after the t statistic is calculated.
2.6 Methodology Restrictions
There
Another
restriction was the studied period after the CEO change, it was decided to
establish a six year period. This restriction was imposed by the nature of the
market, for if the period was longer there would be a larger number of
companies whose CEOs had not assumed their positions for a period
3.
ANALYSIS OF THE HYPOTHESES TESTS
The
results of the tests described earlier are presented and interpreted in this
section.
3.1.
The Chow breakpoint Test
As mentioned before, this study’s model can be represented by the
regression y = α + βx, thus, table 3 displays the alpha and
Table 3: Regression results
|
Regression |
|||
|
Α |
Β |
Correlation |
R2 |
AA |
-0.000003 |
0.2784 |
0.5651 |
0.3193 |
AXP |
-0.000087 |
0.3625 |
0.7324 |
0.5364 |
MO |
-0.000079 |
0.1392 |
0.2618 |
0.0685 |
BA |
0.000040 |
0.3616 |
0.6366 |
0.4053 |
CAT |
-0.000461 |
0.4655 |
0.7330 |
0.5373 |
C |
-0.000250 |
0.4172 |
0.7609 |
0.5789 |
KO |
-0.000021 |
0.4115 |
0.4772 |
0.2277 |
DD |
0.000368 |
0.2994 |
0.5552 |
0.3082 |
XOM |
0.000321 |
0.2456 |
0.4421 |
0.1954 |
GE |
0.000056 |
0.4289 |
0.7455 |
0.5557 |
GM |
0.000143 |
0.3680 |
0.6754 |
0.4561 |
HPQ |
0.000282 |
0.1534 |
0.4405 |
0.1940 |
HD |
0.000028 |
0.2709 |
0.5877 |
0.3453 |
HON |
0.000147 |
0.2754 |
0.6011 |
0.3613 |
IBM |
0.000018 |
0.3003 |
0.5749 |
0.3305 |
INTC |
0.000440 |
0.1571 |
0.4496 |
0.2021 |
JNJ |
-0.000028 |
0.3097 |
0.4238 |
0.1796 |
JPM |
0.000109 |
0.3177 |
0.7001 |
0.4901 |
MCD |
-0.000080 |
0.2605 |
0.4041 |
0.1633 |
MRK |
0.000427 |
0.1925 |
0.4397 |
0.1933 |
MSFT |
0.000073 |
0.2742 |
0.5716 |
0.3267 |
PFE |
0.000123 |
0.2659 |
0.4610 |
0.2125 |
PG |
-0.000162 |
0.3327 |
0.5966 |
0.3559 |
SBC |
0.000076 |
0.2009 |
0.4691 |
0.2201 |
MMM |
-0.000085 |
0.4321 |
0.6183 |
0.3823 |
UTX |
0.000202 |
0.2208 |
0.4678 |
0.2188 |
VZ |
0.000032 |
0.2538 |
0.4523 |
0.2046 |
WMT |
-0.000151 |
0.3213 |
0.5831 |
0.3400 |
DIS |
0.000481 |
0.1994 |
0.4157 |
0.1728 |
Table 4, presents the Chow test, its F statistics and their respective log likelihood ratio[33].
Table 4: Results of the “Chow breakpoint
test”
|
Chow Test |
|
|
F-statistic |
Log likelihood ratio |
AA |
62.3082 |
120.0437 |
AXP |
28.2182 |
55.5512 |
MO |
2.5625 |
5.1304 |
BA |
0.4776 |
0.9587 |
CAT |
8.8368 |
17.5829 |
C |
14.7601 |
29.2768 |
KO |
3.4032 |
6.8114 |
DD |
2.7824 |
5.5693 |
XOM |
0.9454 |
1.8947 |
GE |
17.3469 |
34.3911 |
GM |
1.0284 |
2.0624 |
HPQ |
13.9516 |
27.7238 |
HD |
9.4374 |
18.8049 |
HON |
32.9363 |
64.6424 |
IBM |
46.0045 |
89.3933 |
INTC |
0.6585 |
1.3199 |
JNJ |
23.7688 |
46.8784 |
JPM |
9.0186 |
17.9777 |
MCD |
0.4622 |
0.4605 |
MRK |
11.1152 |
22.1272 |
MSFT |
40.8481 |
79.7686 |
PFE |
19.4854 |
38.5774 |
PG |
3.9509 |
7.9021 |
SBC |
10.9095 |
21.7206 |
MMM |
67.5759 |
129.7712 |
UTX |
9.0283 |
17.9956 |
VZ |
22.9687 |
45.3256 |
WMT |
0.1037 |
0.2080 |
DIS |
3.2233 |
6.4500 |
It can be noticed from the F
statistics results obtained through the Chow[34] breakpoint test that:
3.1.1.
Proportion test for the Chow tests results
Based
on the
3.2.
T student test for the
stock’s alphas
As
mentioned earlier, this study has used the T student test to discover if it is
possible to make the following declaration: The average of the difference
between the average of the alphas series
Table
5 summarizes the results of the stock’s average excess return for the periods
before and after, as well as, their differences[36].
Table 5: Alphas
average
|
Current
Alphas CEO |
Previous
Alphas CEO |
Differences |
AA |
0.0005 |
0.0009 |
0.0004 |
AXP |
0.0005 |
0.0007 |
0.0002 |
MO |
0.0002 |
0.0011 |
0.0010 |
BA |
0.0012 |
-0.0004 |
-0.0016 |
CAT |
0.0007 |
0.0010 |
0.0004 |
C |
0.0006 |
0.0006 |
0.0000 |
KO |
-0.0022 |
0.0003 |
0.0025 |
DD |
-0.0001 |
0.0000 |
0.0001 |
XOM |
-0.0001 |
0.0007 |
0.0008 |
GE |
-0.0001 |
0.0006 |
0.0007 |
GM |
0.0000 |
-0.0006 |
-0.0006 |
HPQ |
0.0002 |
0.0003 |
0.0001 |
HD |
0.0000 |
0.0005 |
0.0005 |
HON |
0.0001 |
0.0002 |
0.0001 |
IBM |
0.0000 |
0.0004 |
0.0004 |
INTC |
0.0008 |
0.0010 |
0.0002 |
JNJ |
0.0000 |
0.0005 |
0.0005 |
JPM |
0.0004 |
0.0000 |
-0.0004 |
MCD |
0.0009 |
0.0002 |
-0.0007 |
MRK |
0.0008 |
-0.0002 |
-0.0011 |
MSFT |
0.0006 |
0.0003 |
-0.0003 |
PFE |
-0.0001 |
0.0007 |
0.0008 |
PG |
0.0003 |
0.0015 |
0.0012 |
SBC |
0.0005 |
0.0023 |
0.0018 |
MMM |
0.0007 |
0.0004 |
-0.0003 |
UTX |
0.0010 |
0.0010 |
0.0000 |
VZ |
0.0002 |
0.0001 |
-0.0001 |
WMT |
0.0003 |
0.0018 |
0.0015 |
DIS |
0.0013 |
-0.0001 |
-0.0014 |
Table 6 presents the characteristics
of the series displayed on table 3.2.1, which were necessary to continue with
the T student test. Table 3.2.2 also
H0: αa – αp = 0
Table 6 : The T
Student test results for the differences between the alphas average
T student test
for a sample |
|
Sample’s average |
0.000230537 |
H0 estimated
average |
0 |
Sample’s standard
deviation |
0.000892076 |
Sample size |
29 |
Degree of Freedom |
28 |
T statistic |
1.391676012 |
With 90% level of confidence, the
results of the T statistic introduced on table 3.2.2 has permitted state that:
there weren’t indications that the CEOs of the companies that compose the DJIA
may cause changes in their alphas’ averages. In other words, with a 90% level
of confidence it can be affirmed that the influence of a CEO on the their
stocks’ prices was not enough to cause a distortion on their returns’
tendencies.
3.3.
Complementary tests for
the series’ volatility
Complementary tests were
estimated to analyze the series’
It has been
3.3.1.
T Student test for the
The inference,
previously applied to the t statistic for the alphas’ averages, was employed
here, however, this
Table
7 sums up the
Table 7: Alphas’
averages before and after the CEO change and their differences
|
Current CEO |
Previous CEO |
Differences |
AA |
0.0173 |
0.0249 |
0.0076 |
AXP |
0.0154 |
0.0212 |
0.0058 |
MO |
0.0202 |
0.0252 |
0.0050 |
BA |
0.0104 |
0.0185 |
0.0082 |
CAT |
0.0117 |
0.0139 |
0.0021 |
C |
0.0105 |
0.0182 |
0.0077 |
KO |
0.0118 |
0.0140 |
0.0022 |
DD |
0.0199 |
0.0156 |
-0.0042 |
XOM |
0.0100 |
0.0141 |
0.0041 |
GE |
0.0129 |
0.0165 |
0.0036 |
GM |
0.0112 |
0.0190 |
0.0078 |
HPQ |
0.0369 |
0.0221 |
-0.0148 |
HD |
0.0176 |
0.0251 |
0.0075 |
HON |
0.0200 |
0.0248 |
0.0047 |
IBM |
0.0133 |
0.0231 |
0.0098 |
INTC |
0.0326 |
0.0218 |
-0.0108 |
JNJ |
0.0130 |
0.0181 |
0.0051 |
JPM |
0.0210 |
0.0217 |
0.0007 |
MCD |
0.0117 |
0.0187 |
0.0071 |
MRK |
0.0129 |
0.0155 |
0.0026 |
MSFT |
0.0182 |
0.0251 |
0.0069 |
PFE |
0.0167 |
0.0225 |
0.0058 |
PG |
0.0179 |
0.0200 |
0.0022 |
SBC |
0.0126 |
0.0337 |
0.0211 |
MMM |
0.0108 |
0.0173 |
0.0066 |
UTX |
0.0113 |
0.0140 |
0.0027 |
VZ |
0.0164 |
0.0218 |
0.0054 |
WMT |
0.0207 |
0.0176 |
-0.0031 |
DIS |
0.0158 |
0.0194 |
0.0037 |
Table
8 presents the series’ necessary characteristics (displayed on table 3.2.1.) to
estimate the T student test. The result of the T student (t statistic) test for
the formulated hypothesis is exposed on the last line of table 3.2.2.
H0: σa – σp = 0
Table 8: T Student
test results for the Alphas’
Student test for a sample |
|
Sample’s average |
0.0039 |
H0 estimated
average |
0 |
Sample’s |
0.006403285 |
Sample Size |
29 |
Degree of Freedom |
28 |
T Statistic |
3.277377404 |
With a 99.75% level of confidence
the results on table 3.3.2 permits state that: there aren’t evidences to
suggest that a change of CEO in the companies that compose the DJIA may cause
changes in their stocks’ alphas
3.3.2.
F Test
The CEOSs influence on the stock’s tendencies were
The F test confirms the result of the previous test: With
99.75% level of confidence the F test enables the following statement : the CEOSs
influence in their stocks’ prices were not enough to cause significant changes
in their companies’ stocks
4.
CONCLUSIONS
The developed study demonstrated that, completely
assume that the CEOSs of the main American companies were a determinant factor
in the success of these corporations is a widely committed mistake.
After an impartial study (free from any evaluation or
subjective examination) on the Chief Executive Officers’ influence on the stock
To explain this phenomenon few assumptions can be
made: It’s reasonable to assume that
professionals with enough ability and experience to reach the position of a CEO
in one of these large companies, when faced with the necessary data to make a
decision, they would respond at the same manner or at least in a similar way.
Another assumption was that, because these companies
Scientific methods suggest that common sense
influenced by empirical conclusions often mentioned in works, articles,
newspapers,
It
was interesting to finally observe how this study had more
Future analyses on the CEOSs importance to their
companies’
In conclusion, this study opens the path for
innumerous exploratory researches. This study can be continued in different
manners, that is, by applying the methodology developed in this paper to
smaller American companies or different economies.
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[1] Cf. other references to the topic, Ittner, 1997; Verespej, 1994; Longenecker and Goia 1988; Goldstein 1985
[2] According to Peters (1996, p.5) in an efficient market all assets are evaluated according to the available information.
[3]
According to Brealey and Myers (2003, p. 60) the discounted cash flow formula is the same as the
present value’s formula for
any other assets after deducing
the cash flows that may be
gained in the
[4] More details on the index methodology may be found on the Dow Jones & Company website: Available at:
<http://www.djindexes.com/mdsidx/index.cfm?event=showAvgMethod>. Accessed on: 13th of October of 2019.
[5] Dow Jones & company. Available at: <http://www.djindexes.com/jsp/avgMethod.jsp>. Accessed on: 27th of October of 2019
[6]
Fusions and acquisitions, changes in the Core Business
[7] Dow Jones & Company. Available at <http://www.djindexes.com/jsp/avgKeyBene.jsp> Accessed on: 9th of October of 2019.
[8] Dow Jones & Company. Available at: <http://www.djindexes.com/mdsidx/index.cfm?event=showAvgBenefits>. Accessed on: 13th of October of 2019.
[9]
Few
· Yahoo Finance. Available at: <http://finance.yahoo.com/q/cp?s=^DJI>. Accessed on: 13th of October of 2019.
· Bloomberg. Available at: <http://www.bloomberg.com/markets/stocks/movers_index_dow.html> Accessed on: 13th of October of 2014.
· Dow
Jones & Company. Dow Jones Indexes. Available at: <http://www.djindexes.
[10] Dow Jones & Company. Available at http://www.djindexes.com/downloads/DJIA_Hist_Comp.pdf Accesses on 27th of September of 2019.
[11] Yahoo. Yahoo Finance. Available at: <http://finance.yahoo.com/?u>. Accessed on: 10th of October of 2019.
[12]
The website of the American
International Group did not inform
the date their current CEO assumed position. As indicated above, an
[13]
According to the American law, a
[14]
Among the thirty companies that compose the
DJIA, there were nine cases
of CEO change in less the three
years, thus, for these nine companies there aren’t any
[15]
The thirty companies’ dividends history can be accessed
filling the company’s negotiation code at the
end of the
[16]
The series adjusted by “splits” and dividends
will be used,
for they
[17] The greatest problem was in the oldest part of the series.
[18]
A good history of dividends is
when companies have a clear dividends
distribution policy, as well as, a good profit percentage distribution history, or in other words,
a high “pay out ratio”. According to
[19]
These companies dividends history can be accessed
filling the company’s negotiation code at the
end of the
[20] According to Gastineau (1996, p. 16) Alpha is the average of the return’s bias for a specific assets in relation to a benchmark. The excess of return is also known as Jensen Measure Gastineau (1996, p. 162).
[21]
The
[22] “Chow breakpoint test”
[23]
According to Bonfaire (2001, p. 2), a
[24]
Mathematicaly: H0: α1 - α2
= 0
[25] In this paper he group of points, x1 , x2 ... , xn will be the DJIA returns and the group of points y1 , y2 ... , yn will be the companies stock return.
[26] The estimated model in this work will be a simple regression.
[27] The CEO change is the relevant factor of this paper.
[28] In this paper, the series in question is the regression between the Companies Alphas and de DJIA....
[29] In this paper “success” means a breakpoint in the series, which was caused by the CEO change; and a “failure” means that there was no breakpoint in the series.
[30] There will be 30 experiments in this work (the results of the Chow test for each one of the companies that compose the DJIA).
[31] For the t test: degree of freedom = n-1
[32]
The E-views 4.1
[33]The
Chow breakpoint tests were also estimated
by the E-views 4.1
[34]According to the results presented on table 3.1.2
[35] p = 0.9
[36] The alphas series, their average and their differences were calculated by the Microsoft Excel version 10.0.3506.0.
[37]
The alphas series, their
[38]
The
[39]
Cf. as for this aspect,
Martin Heidegger, Voträge und Aufsätze, Theodor