1. Introduction
Investment is an important matter which brings about development and advancement to all countries.While
investment is injected into proper areas it will be valuable otherwise it will be useless. Stock market is one
of the proper areas for investment (Mehrghan, 2004). In the modern world, economic development owes everything
to stock market and activities of capital market. Stock market is an official and organized market in which
the bonds accepted in it are traded between buyers and sellers based on specific rules. Regarding vast volume
of transactions, stock market is considered to be among the main investment centers. Thus the extent of
accepted companies in stock market somehow brings about astonishment among investors(Shahrabadi, 2010).
Correct evaluation of companies in industries can reflect the status of different companies in relation to
their rivals, specify pros and cons, opportunities and threats of companies. Firm evaluation plays prominent
role in industry. Investors are always looking for the best area to invest in order to gain more interests.
Thus they always try to evaluate and separate successful and unsuccessful companies. Regarding the weak
performance of ranking approaches adopted in Tehran stock market, offering an efficient,reliable and capable
approach is matter of tremendous importance (Danesh Shakib and Fazli, 2009).
The DEA approach is an important technique through which relative efficiency evaluation of companies is
achieved. This approach can be offered to investors for decision making. The DEA approach is a technique which
utilizes several inputs to produce several outputs and by which they can obtain varioustypes of efficiency
such as assignment and technical efficiency and so on to the companies. Using this approach also they can
determine whether the development of the firm has been successful or the firm should reduce the volume of its
activities in the current situation. This circumstance can be determined through increasing return to scale or
decreasingreturn to scale which determined by DEA (Banker and Cooper, 1984).
However the DEA approach has some fundamental problems which has been result in at most cases not to be
dependable(Mansoury and salehi, 2011). Hence in this paper through TOPSIS approach which is one of the best
for decision making, we have tried to overcome inadequacies and consequently offer the most efficient approach
to grading companies through integration of techniques.
2. Research backgrounds
Duzakin and Duzakin (2007) in his research has tried to evaluate the performance of different industrial
sections of Turkey. In this research 3 factors such as net assets, number of employees and gross added value
are used as the input and two factors of the interest prior to cutting taxes and export revenues of each
section were used as the output for evaluation for all the companies and also the companies present in each
industry. The results indicated that during 2003 only 65companies from among all the companies hadoperated
efficiently. 278 companies have also been identified as the most inefficientcompanies that hadworked far less
than average. Other research conducted under the title of utilizing the DEA approach in selecting bonds in a
big market by Aparicio and et al (2005). This research offers a DEA technique to choose portfolio or
proper bonds out of a list of 185 cases. This selection process includes application of research in operations
and reflects efficiency of decision making units. This analysis considers appropriateness of many ratios in
relation to stocks such as income efficiency and risk.
The result revealed that out of 185 stocks were analyzed, 14 were considered more appropriate and fromamong
these 14 efficient stocks several were resistant to inappropriate changes while the rest were not. In this
paper the Duk and Canon companies were among the ones with high rate efficiency. In the United States a
research was conducted by Redman and et al (2000) on seven portfolios by means of SHARP indices,
Trainor and Jensen's alpha. The results of their research during two periods of time; 1985- 1989 & 1990-
1994 showed that the ranking obtained from two criteria of SHARP and Trainor for 4 portfolios is identical.
This fact showed that the results obtained are similar to the total risk and the systematic risk. Thus the
total risk was close to systematic one. In their research, Johnson and Soenen (2003), concluded that there are
meaningful relationship between rankingcompanies based on performance criteria of economic added value, ratio
of SHARP and Jensen's alpha and some other financial criteria such as firm size, the ratio of asset value to
the value of stock market, growth of sale rate, capital structure, liquidity, cash cycle, profitability
changes and the rate of the efficiency of assets. Another study was conducted by Mohanrom (2204) whichtitled
separating successful companies from unsuccessful ones.
The resultsindicated that the strategy of combining fundamental signs for companies with office value at the
market with low value could lead to unconventional efficiency. A research was implemented by Sabetisaleh
(2009) under the title of "Offering fuzzy multi-criteria decision making model in order to grade
thecompaniesto be applied for financial support from banks. In the present paper the researcher has tried to
identify the most important indices having an impact on firm stock from the viewpoint of credit assigner
(banks and financial institutions) and rate top 50 stocks in Tehran's stock market through the
fundamental analysisin fuzzyenvironment.
Thus the researcher has put forward a comprehensive model for choosing appropriate options for financial
support from banking point of view. Therefore the researcher in the first step of their studies utilized the
analysis approach for the main factors (questionnaire issued to stock experts) to identify fundamental indices
having an impact on ranking stock and in order to analyze the questionnaire, non-parametric approach utilized.
In the next step the researcher took advantages of fuzzy ANP technique to determine the value of identified
indices. In this step viewpoints of stock experts about importance of indices and their value were solicited
through questionnaire.
Finally after gathering the data relevant to fundamental indices, identified 50top companies in Tehran stock
market,the TOPSIS technique has been employed in order to rate and determine their credit priorities.
Regarding the results obtained from this research;Mines & Industries Firm ranked at top,
Egtesade novin Bank at second, Mehvarsazan firmat third and Saipa
Dizel firm stood at50thpositions. Saeed Samadi et al. studied the relationship between
development of economic markets and economic growth in Iran and 13 other countries during the years of 1988-
2003 through three approaches; Granger, ARDL test and the approach of estimating Panel Data.
Estimating causality relationship between the size of stock market and production growth indicated that bank
and stock market in Iran do not have considerable effect on economic growth. However the effect of economic
growth on stocks is positive and meaningful. The results showed thatin all countries,which studied, in very
real sense investment and work force status have a positive and meaningful effect on economic growth. In the
monetary section the effect of banks is positive and meaningful. Although the effect of stock on economic
growth was positivebut wasn'tconsiderably meaningful. The results of ARDL test for Iran between the years 1976
– 2003 indicated that there isn't long term positive relationship between financial markets and economic
growth.
Generally long term relationship between financial market and economic growth wasnegative which means that
there is no long term meaningful relationship between capital market and economic growth. Mohammad rasti
(2009)surveyed Patrick hypotheses ,the causal relationship of economic development and growth, by means of
economical measuring techniques and time series such as credibility tests, and Granger causality in 1959 to
1996.Patrick has introduced two hypothesesin this respect. The first hypothesis called "supply leading"
maintains that chronically development of financial sector is prior to economic development. The second
hypothesis called "demand following" of economic growth is the reason for economic development.
The theory of supply leading was rejected in Iran's economy and the theory of demand following was accepted
instead. In fact, in the process of economic development and growth the country has had a passive role. It has
not had the necessary potentials to help raise Iran's economic growth and somehow has been depended on
economic growth. Reza Rafiee (2008) has evaluated the effect of financial mediators on economic growth and
thus applied an intuitive growth pattern by means of auto- regressive. The results obtained from the pattern
indicated that the relationship between financial intermediaries and economic growth in Iran is negative and
the impact on Iran's economic growth is meager and there is not a tight relationship between financial
intermediaries and economic growth in Iran.
2.1 The DEA model
The DEA approach is one of the basic non-parametric approaches which is employed to measure efficiency and
productivity of units. The DEA is a linear programming technique to evaluate decision making units having
homogeneous inputs to yield homogeneous outputs. In this approach an identical production curve of observed
points in the comparison group is obtained which indicates efficiency frontier for group and efficiency of
other units in relation to this frontier of efficiency is measured. DEA considers the most appropriate weight
for each decision making unit. That is a set of weights which maximize efficiency of adecision making unit
without raising efficiency of other decision making units. In other words DEA helps decision makers to
classify decision making units into two groups of efficient and inefficient units (daily and demt, 2007).
Generally the DEA analytic models are divided into two groups of input-oriented and output-oriented.
Input-oriented models are those that utilize given input to obtain the maximum amount of output
butoutput-oriented models obtain lessinput without any change in output rate.(Momeni, 2010).
In this paper the input-oriented CCR model is used. In an input-oriented model a unit is inefficient if the
possibility of raising each one of the outputs will exist without raising an input or reducing an output. A
unit is efficient only when the case mentioned above cannot happen.Efficiency of less than one for a unit
means that linear combination of other units can create the same output by utilizing less input.
An output-oriented model conveys this meaning more assertively. A unit under examination is efficient only
when no convex combination out of theother units

can produce more output in relation to the unit under examination by consuming same resources (inputs).
Parameter , as defined at bottom, indicates relative reduction of the inputs of objective unit while output
is steady. This reduction is simultaneously applied to all inputs and leads to radial movement in the
direction of the level under cover and consequently in order to rationalize the units under examination on
image of the border, it determines slack variables in a way so that the point of objective unit is driven
towards the image on the border. There must be the following conditions:
- The value of must equal one.
- All slack variables must equal zero (Cooper, 1999).
Primary multiple output-oriented model of BCC is according to the following:
2.2 TOPSIS model
This model was proposed by Hwang yoon in 1981. This model is one of the best multi-criteria decision making
models which is used more often. In this model m optionsby n indices evaluates. This model is
based on the notion that the options must have the least distance with the positive ideal and the most
distance with the negative ones. The solution process through this model requires the six following steps:
1. Identifying scaleless Matrix (N): Scale less matrix will be obtained bymaking scale less norm.

2. Defining normalized Matrix (V): Normalized scale less matrix will obtained multiplication of Matrix (N)
and weight matrix ( ) as following:

In order to obtain normalized scale less matrix, it is essential to consider indices. For this purpose we
computed the weights of indices by means of shannon entropy. These weights obtained through the following
steps:

3. Integrating DEA and TOPSIS
As mentioned before the DEA techniques regardless of its orientation tries assign the maximum or minimum
value to Ui and Vj, regardless of their initial values,accomplish the best value for objective function and
asclearly realizable objective function demonstrate the DMUs' various efficiencies. This means that DEA
analysis does not consider theinitial values of inputs and outputs variables thus the final value of objective
function will be questionable. Solving this dilemma in this study we used TOPSIS's to consider initial
values of inputs and outputs variables. Since the final ranking of alternatives will take advantage of
sustainability.
4. Research Design
In this section we deal with analytic model of the research first and then describe research variables
separately according to input and output.
4.1. Research Model
This research is conducted toattain a foundation for ranking cement's companies in Tehran stock market. The
number of active cement companies in stock market is 28 which operateduring the years 2008- 2012. In order to
rate the companies through DEA model, efficiency of each unit has been measured. Since there are a lot of
defects in DEA model and as mentioned before it may give incorrect values to the input and output variables
and thus produce unreal efficiency. Therefore in order to overcome this obstacle and control the values, we
have employed the TOPSIS modelwith above mentioned specifications. Consequently the analytic model of the
research is as follows:

After combining DEA model with TOPSIS, through LINGO release 12, we extract efficiency of each firm. The
efficiency obtained through the combination of these two models with respect to removing the defects, is more
reliable than the efficiency obtained from implementation of each model separately.
4.2. Research variables
Regarding the fact that in this research DEA model has been employed, we defined some effective variables as
input and output. Output included average values of 1to 5 year Return On Investment (ROI) and the last
dividends for each which all investor demand high rates for thesetwo ratios. The ratio of price to income and
sigma tolerance are considered as input since these are those factors that any investor may pay close
attention in order to invest on any share.
The investor willdemand these ratios to be at the least possible rate. In this research we consider interests
as output and costs as input. The following table demonstrate descriptive form of input and output variables.
Table 1. Descriptive form of input and output variables
|
Variables
|
classification
|
Definition
|
|
Average of 5 year efficiency
Dividends of stock
Ratio of price to income
5 year sigma
|
Output
Output
Input
input
|
The mean of efficiency in 5 years as percent
Ratio of income to the number of stocks left
Price of stocks divided by income according to stocks
5 year division of efficiency standards
|
5. Data analysis
We used the following methods so that the research has a high level of credibility
- DEA model with variable efficiency in relation to the CCR scale.
- The integrative TOPSIS-DEA model based on steady weights.
- The integrative TOPSIS-DEA model based on variable weights.
5.1. DEA model with variable efficiency in relation to the CCR scale.
In this model which is also known as traditional –DEAapplied to calculate efficiency of any DMU. For this
purpose Win4deep was utilized and the following results extracted:
|
Table.2 calculated efficiency in the integrative model
TOPSIS-DEA based on fixed
|
|
Efficiency
|
Company Cement
|
Row
|
|
1
|
Hormozghan
|
1
|
|
1
|
Khazar
|
2
|
|
0.809
|
Urmia
|
3
|
|
0.413
|
Bojnourd
|
4
|
|
1
|
Kordestan
|
5
|
|
0.768
|
Behbaha
|
6
|
|
0.639
|
Sofiyan
|
7
|
|
0903
|
Tehran
|
8
|
|
0.908
|
Shomal
|
9
|
|
0.576
|
Doroud
|
10
|
|
0.812
|
Sepahan
|
11
|
|
0.700
|
Heghmatan
|
12
|
|
1
|
Kerman
|
13
|
|
0.755
|
Fars & Khozestan
|
14
|
|
0.558
|
Shahroud
|
15
|
|
0.089
|
Gharb
|
16
|
|
0.798
|
Sefide Neyriz
|
17
|
|
0.194
|
Fars
|
18
|
|
1
|
Dashtestan
|
19
|
|
0.717
|
Shargh
|
20
|
|
0420
|
Ardabil
|
21
|
|
0.296
|
Esfahan
|
22
|
|
0.710
|
Ghaen
|
23
|
|
1
|
Khash
|
24
|
|
1
|
Darab
|
25
|
|
0.654
|
Ilam
|
26
|
|
1
|
Karoun
|
27
|
|
0.516
|
Mazandaran
|
28
|
|
|
|
|
|
|
|
|
0.723
|
Average
|
As shown at then table above there many companies that graded as the most efficient companies with the
high efficiency.
5.2. TOPSIS fixed weight and efficiency
As mentioned above we utilized TOPSIS model to weigh all input and output variables then by multiplication
of any input and output weight vector to input and output of any firms respectively and entering
them to simple following efficiency( ) formula we achieved efficiency of any DMU with fixed weight
algorithm.

The following table demonstrate TOPSIS weights for any input and output variables.
|
Table 2. Input and output weight extracted of TOPSIS
model
|
|
Variables
|
Average of 5 year ROI
|
Last dividends of each stock
|
Price to income
|
sigma risk
|
|
weights
|
0.1624
|
0.1876
|
0.4459
|
0.242
|
After obtaining weights of the variables as mentioned above the companiesefficiency separately computed the
result summarized at table3.
|
Table.3 calculated efficiency in the integrative model
TOPSIS-DEA based on fixed
|
|
Efficiency
|
Company Cement
|
Row
|
|
0.7439
|
Hormozghan
|
1
|
|
1
|
Khazar
|
2
|
|
0.424609
|
Urmia
|
3
|
|
0.166734
|
Bojnourd
|
4
|
|
0.94164
|
Kordestan
|
5
|
|
0.513789
|
Behbaha
|
6
|
|
0.289572
|
Sofiyan
|
7
|
|
0.757516
|
Tehran
|
8
|
|
0.493609
|
Shomal
|
9
|
|
0.460241
|
Doroud
|
10
|
|
0.735401
|
Sepahan
|
11
|
|
0.203676
|
Heghmatan
|
12
|
|
0.394194
|
Kerman
|
13
|
|
0.414685
|
Fars & Khozestan
|
14
|
|
0.311293
|
Shahroud
|
15
|
|
0.023465
|
Gharb
|
16
|
|
0.259974
|
SefideNeyriz
|
17
|
|
0.095822
|
Fars
|
18
|
|
0.334233
|
Dashtestan
|
19
|
|
0.34338
|
Shargh
|
20
|
|
0.117884
|
Ardabil
|
21
|
|
0.09125
|
Esfahan
|
22
|
|
0.168521
|
Ghaen
|
23
|
|
0.19036
|
Khash
|
24
|
|
0.154121
|
Darab
|
25
|
|
0.087921
|
Ilam
|
26
|
|
0.621029
|
Karoun
|
27
|
|
0.149455
|
Mazandaran
|
28
|
Because of exceeding some efficiencies from one we divided all efficiency to the maximum efficiency value
to be able compare the result with other methods consequences.
5.3. Integrated TOPSIS-DEA considering confidence level
One problem with above mentioned efficiency calculation model is that there is always the possibility of
changes in weight (regarding changes of theexperts sample) then the obtained weights may
differsignificantly.This error may result in miss efficiency computation respectively. Thus it is essential to
utilize statistical confidence interval techniques to remove thedefect and control all weights. As we remember
the primary weight of variables determined by 12 industry experts and then the standard deviation of weight
also computed to conduct confidence level for input and output variables weigh in DEA Analysis; the result
summarized as following:

Having determined this range for each weights, input and output will be controlled at the favorite levelof
confidence. Thus the results obtained through this modelwill have more reliability than previous models.
In this case the integrative model will be as follows;

Having formulated all of 28 companiesusing above mentioned modeland utilizing the LINGO.12 software, the
following results were obtained:
|
Table.4 DMUs efficiency using integrated TOPSIS-DEAModel
|
|
Efficiency
|
Cement Company Name
|
Row
|
|
1
|
Hormozghan
|
1
|
|
0.987961
|
Khazar t
|
2
|
|
0.731945
|
Urmia
|
3
|
|
0.348197
|
Bojnourd
|
4
|
|
1
|
Kordestan
|
5
|
|
0.589024
|
Behbaha
|
6
|
|
0.615926
|
Sofiyan
|
7
|
|
0.44318
|
Tehran
|
8
|
|
0.965706
|
Shomal
|
9
|
|
0.731557
|
Doroud
|
10
|
|
0.769046
|
Sepahan
|
11
|
|
0.562896
|
Heghmatan
|
12
|
|
0.994599
|
Kerman
|
13
|
|
0.620087
|
Fars & Khozestan
|
14
|
|
0.558362
|
Shahroud
|
15
|
|
0.580343
|
Gharb
|
16
|
|
0.125003
|
SefideNeyriz
|
17
|
|
0.19323
|
Fars
|
18
|
|
0.909293
|
Dashtestan
|
19
|
|
0.545744
|
Shargh
|
20
|
|
0.99602
|
Ardabil
|
21
|
|
0.286309
|
Esfahan
|
22
|
|
0.581399
|
Ghaen
|
23
|
|
0.879213
|
Khash
|
24
|
|
1
|
Darab
|
25
|
|
0.61277
|
Ilam
|
26
|
|
0.994925
|
Karoun
|
27
|
|
0.495934
|
Mazandaran
|
28
|
As shown at the table above, among 28 companies only 3 have maximum efficiency equal to 1 and Sefide Neyriz
with 0.125003 efficiencylevel located at the bottom.
6. Result Analysis
As observedin previous sections wehave calculated selected companies efficiency by three fairly different
ways. Now it is time to compare the result of them and conclude which of them have greater validity among
them. For this purpose at the firs step the differences in efficiency by three ways compared. Facilitating
analysis the result classified at three section:
- Traditional–DEA
- Integrative TOPSIS-DEA method consideringfix weight
- Integrative TOPSIS-DEA method considering confidence interval
Then we operated to differences calculation. The differences among three type of analysis depicted in
table 5.
|
Table5. differences of efficiency
|
|
C-B
|
A-C
|
A-B
|
Company
|
Row
|
|
0.256100195
|
0
|
0.256100195
|
Hormozghan Cement
|
1
|
|
-0.0120393
|
0.0120393
|
0
|
Khazar Cement
|
2
|
|
0.307335544
|
0.077055
|
0.384390544
|
Cement Urmia
|
3
|
|
0.181463045
|
0.064803
|
0.246266045
|
Bojnourd Cement
|
4
|
|
0.058360065
|
0
|
0.058360065
|
Kordestan Cement
|
5
|
|
0.075235034
|
0.1789762
|
0.254211234
|
Behbaha Cement
|
6
|
|
0.326353907
|
0.0230744
|
0.349428307
|
Sofiyan Cement
|
7
|
|
-0.31433635
|
0.4598205
|
0.14548415
|
Tehran Cement
|
8
|
|
0.472096581
|
-0.0577058
|
0.414390781
|
Shomal Cement
|
9
|
|
0.271316214
|
-0.1555569
|
0.115759314
|
Doroud Cement
|
10
|
|
0.033644656
|
0.0429544
|
0.076599056
|
Sepahan Cement
|
11
|
|
0.35922065
|
0.1371038
|
0.49632445
|
Heghmatan Cement
|
12
|
|
0.600404332
|
0.0054015
|
0.605805832
|
Kerman Cement
|
13
|
|
0.205401857
|
0.1349129
|
0.340314757
|
Fars & Khozestan Cement
|
14
|
|
0.247068213
|
-0.0003615
|
0.246706713
|
Shahroud Cement
|
15
|
|
0.556878772
|
-0.4913434
|
0.065535372
|
Gharb Cement
|
16
|
|
-0.134970709
|
0.6729972
|
0.538026491
|
SefideNeyriz Cement
|
17
|
|
0.097407652
|
0.00077
|
0.098177652
|
Fars Cement
|
18
|
|
0.575059873
|
0.0907074
|
0.665767273
|
Dashtestan Cement
|
19
|
|
0.202364653
|
0.1712558
|
0.373620453
|
Shargh Cement
|
20
|
|
0.878136157
|
-0.5760199
|
0.302116257
|
Ardabil Cement
|
21
|
|
0.195059254
|
0.0096909
|
0.204750154
|
Esfahan Cement
|
22
|
|
0.412878262
|
0.128601
|
0.541479262
|
Ghaen Cement
|
23
|
|
0.688853039
|
0.1207874
|
0.809640439
|
Khash Cement
|
24
|
|
0.845879349
|
0
|
0.845879349
|
Darab Cement
|
25
|
|
0.524848716
|
0.0412304
|
0.566079116
|
Ilam Cement
|
26
|
|
0.373895299
|
0.0050755
|
0.378970799
|
Karoun Cement
|
27
|
|
0.346479165
|
0.020066
|
0.366545165
|
Mazandaran Cement
|
28
|
Comparing the results shows that there are considerable differences between the efficiency evaluated through
three mentioned methods. The significant difference rise a question that which of themtake advantage of high
validity. The answer to this critical question can be given only by focusing on foundation and structure of
three models.
As mentioned before the DEA techniques regardless of its orientation tries assign the maximum or minimum
value to and accomplish the best value for objective function and as clearlyrealizable, objective
function demonstrate the DMUs'efficiencies. This means that DEA analysis does not consider the initial
values of inputs and outputs variables and it may be some inputs or outputs with low value get greater
than their worth.Thusthe final value of objective function will be questionable. Solving this dilemma in this
study we used TOPSIS's 'sweightsto consider initial values of inputs and outputs variables. But as explained
before using fixed mean weights due to expertteam ideas will be unsteady since any changes among experts or
selecting new expert team will result in new weights and thereinafter new efficiency. But setting confidence
interval for weights according to experts idea remove bothdifficulties. Thus third model take advantages of
great sustainability against other two models.
Furthermore regarding what was mentioned above in this research the Kolmogorov-Smirnov test was employed to
test unity distribution of difference. The results concerning the difference of efficiency are as follows:
a) Comparison of the results obtained from prioritizing DEA and integrative method TOPSIS-DEA based
on fix weights according to Kolmogorov-Smirnov test revealed that distribution of differences in these two
methods is significantly different (α<0.05). This means that ranking by to model does have considerable
differences at 95 percent confidence level.
b) Comparison of the results obtained from prioritizing DEA and integrative TOPSIS-DEA based on
confidence level according to Kolmogorov-Smirnov test showed that distribution of differences in these
two methods is significantly different (α<0.05). This means that ranking by to model doesnot have unity
distribution and have considerable differences at 95 percent confidence level.
C) Comparison of the results obtained from prioritizing TOPSIS-DEA based on fix weights and TOPSIS-DEA
finding based on confidence level according to Kolmogorov-Smirnov test showed that distribution of
differences in these two methods don't have significantly differences (α>0.05). This means that ranking by
two models does not have considerable differences at 95 percent confidence level.
7. Conclusion
Weighing and ranking all companies in stock exchange market is advantageous to many organization people and
companies president, investor, credit assigner and so on. In this paper we suggested three way to weighing
and ranking companies. As mentioned before the reliability and infrastructure organization of integrative
DEA-TOPSIS based on confidence level is highly dependable. However, comparison of differences between two
integrative model didn't show significant difference but this doesn't mean these model have same value in
ranking and weighing companies since volatile of result in fix weight approach due to expert team considerably
affects the result; this difficulty not only takes the finding under question but also may change the result
of comparison between two integrative model consequences.
Finally we propose that integrative DEA-TOPSIS model to weighing and ranking of DMUs rather than two other
models.
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