Identification and evaluation of the critical success factors for construction projects in Lithuania: AHP approach.
Gudiene, Neringa ; Banaitis, Audrius ; Podvezko, Valentinas 等
Introduction
Construction is one of the largest sectors in Lithuania's
economy. It contributed approximately 5.9% of the country's gross
domestic product in 2012 (Statistics Lithuania 2013a). The sector
comprises of 16,995 enterprises covering 89,000 jobs, which is
equivalent to about 7% of the total employment in Lithuania (Statistics
Lithuania 2013b). To carry into effect the Programme for the
Refurbishment (Modernisation) of Apartment Buildings approved by the
Government in 2004, investments of LTL 1.2bn in 2012-2015 and LTL 2.5bn
in 2016-2020 are planned for the refurbishment (Government of the
Republic of Lithuania 2013). The refurbishment projects for apartment
buildings are expected to spur long-term growth in the country's
economy.
The fragmented nature of the construction sector, however, is
determined by the fact that construction involves a variety of
enterprises engaged in traditionally separate activities (design,
construction, operation, and maintenance), by one-off nature of
construction projects, by high percentage of sub-contracting, etc. This
leads to poor coordination and management, which, in turn, plays part in
quality, financing, collaboration, mutual sharing of lessons learned and
other issues.
Success has always been the ultimate goal of every activity and a
construction project is no exception. Project success has eluded the
construction sector to the point where keeping existing clients has
become a battle, let alone attracting new clients. Large and complex
construction projects are becoming more difficult to complete
successfully (Garbharran et al. 2012).
There is no an industry-accepted or standardised definition of
project success because the fact is that individual project teams find
themselves in unique situations, implying that their definition of
success will differ from that of another project team. Project success
is a topic that is frequently discussed and yet rarely agreed upon
(Al-Tmeemy et al. 2010; Yong, Mustaffa 2012, 2013). According to Nguyen
et al. (2013), project success is a foundation to manage and control
current projects, and to plan and orient future projects. The success of
the project as a temporary organization is affected by the resources and
effectiveness of the corporate organizations; and the success of the
organization is also affected by the performance and success of every
individual project (Zavadskas et al. 2012, 2014).
One approach to studying project success is to focus on factors
leading to the project success. Over the past few decades, numerous
lists and models have been proposed in the literature regarding critical
success factors. Rockart (1982) was the first person to define the
concept of critical success factors. He defined the critical success
factors as "the limited number of areas in which results, if they
are satisfactory, will ensure successful competitive performance for the
organization". Critical success factors are those inputs to the
project management system that directly increase the likelihood of
achieving project success (Garbharran et al. 2012).
There are a great number of researchers interested in studying the
factors which influence project success, and in criteria to measure
project success.
The role of a project leader is significant to project success;
this fact has been demonstrated by various studies covered in literature
(Yang et al. 2011; Nixon et al. 2012; Hwang, Ng 2013). It is important
for the project leadership to develop an effective project strategy to
increase the likelihood of project success. Project leadership must
possess essential leadership and managerial knowledge, skills,
competencies and characteristics which ensure successful projects
completion by taking right decisions at right time and involving right
people at right places (Ahmed et al. 2013). According to Ibrahim et al.
(2013), successful projects are the product of well integrated teams.
They identified 15 key practice indicators of team integration in
construction projects. Meng (2012) highlighted the importance of
effective relationship management to project success. Construction
processes planning and effective management are extremely important for
success in construction business (Zavadskas et al. 2014). Ribeiro et al.
(2013) also analysed the critical success factors for project management
in the construction industry. Yang et al. (2012) assessed impacts of
information technology on project success through knowledge management
practice. The results showed that team relationship and team size have a
moderating effect on the relationship between knowledge management and
project success. Ismail et al. (2012) determined the influential safety
factors that governed the success of a safety management system for
construction sites. From the survey it was found that the most
influential safety factor was personal awareness followed closely by
communication. Aksorn et al. (2008) identified and ranked 16 critical
success factors of safety programs. "Management support"
proved to be the most influential factor for safety program
implementation. Al Haadir and Panuwatwanich (2011) admitted that
successful implementation of safety programs in construction projects
affects project success. They identified seven most critical safety
factors: (1) management support; (2) clear and reasonable objectives;
(3) personal attitude; (4) teamwork; (5) effective enforcement; (6)
safety training; and (7) suitable supervision. Hwang et al. (2013)
identified the critical factors affecting schedule performance of public
housing projects. The study revealed that "site management",
"coordination among various parties", and "availability
of labourers on site" were the top three factors affecting schedule
performance of public housing projects. According to Memon et al.
(2012), cost performance is the basic criteria for measuring success of
any project. Since construction projects are highly dependable on
resources, construction cost is significantly affected by various
resource related factors. Doloi et al. (2012) analysed the critical
factors affecting delays in construction projects. This research
revealed that one of the most critical factors of construction delay is
the lack of commitment. According to Sotoodeh Gohar et al. (2012),
analysing critical causes of failure and success in construction
projects is one of useful methods in identification of risk factors.
Ghoddousi and Hosseini (2012) indicated that the most important factors
affecting sub-contractors productivity include: materials/tools,
construction technology and method, planning, supervision system,
reworks, weather, and jobsite condition. Tan and Ghazali (2011)
determined 40 critical success factors for contractors and grouped under
seven main categories: (1) project management factors; (2) procurement
related factors; (3) client-related factors; (4) design team-related
factors; (5) contractor-related factors; (6) project manager-related
factors; and (7) business and work environment-related factors.
According to Huang (2011) and Alzahrani and Emsley (2013), construction
contractors have big influences upon projects and their successes.
Therefore, it is quite critical to select a qualified contractor in the
process of construction management. A competent construction contractor
is one of the indispensable conditions of a proper process and
completion of a construction project.
Based on the analysis of the literature outlined earlier, it is
apparent that there are plenty of factors with the potential to affect
the project success. This paper presents the main findings of a recent
study that investigated the critical success factors affecting the
implementation of projects in construction enterprises in Lithuania.
This study employed the analytic hierarchy process (AHP) approach in an
attempt to identify and evaluate the critical success factors for
construction projects. A generic hierarchy model was developed to
prioritize these factors.
1. Methodology
This study consisted of two surveys: a general survey and the AHP
survey. First, based on the literature review and on our own experience,
a total of 71 project success factors were established. The success
factors were classified into seven groups: external factors,
institutional factors, project related factors, project management/team
related factors, project manager related factors, client related
factors, and contractor related factors. In the general survey, 27
construction professionals and experts with knowledge and experience in
project management were asked to rate the proposed success factors. The
5-point Likert scale was adopted, where 1 represents "not
important", 2--"less important",
3--"important", 4--"more important", and
5--"most important", to capture the importance, or weights, of
the critical success factors for construction projects in Lithuania. To
determine the relative ranking of the critical success factors, the
scores were then transformed to importance indices. The results of
Relative Importance Index (RII) calculation and the ranks of CSFs can be
found in Gudiene et al. (2013).
Figure 1 illustrates the research methodology of the study.
[FIGURE 1 OMITTED]
The results of the earlier study show that measuring the relative
importance index is a widely used technique, but has some limitations:
1. Experts often scored the factors equally (giving 4 or 5 points),
because they had to work on a five-point scale and all factors they had
to assess were highly important with a tangible impact on project
implementation. The RII method is affected by the psychological factor.
2. Although the experts had to assess each group of factors
separately, quite a few factors from different groups were, for the
reasons mentioned in point 1 above, given the same weights even though
their effect on project implementation obviously differed.
To improve the assessment framework and to rank the factors by
their importance (weight) better achieving a more precise judgement of
their effect on project implementation, we propose:
a) to expand the scale,
b) to advise the experts to make preliminary rankings of the
factors in each separate group taking into account the purpose of the
assessment, i.e. project implementation, thus highlighting they key
factors and preventing individual factors from getting equal ranking.
A more extensive assessment system (9 points) is used in the
Analytic Hierarchy Process (AHP), a mathematically validated approach
(Saaty 1980, 1990). AHP is a powerful and flexible method that uses a
hierarchic structure to present a complex decision problem by
decomposing it into several smaller subproblems.
AHP has been successfully applied in many construction-industry
studies (Sotoodeh Gohar et al. 2012; Tan, Ghazali 2011; Al Haadir,
Panuwatwanich 2011; Raisbeck, Tang 2013; Aminbakhsh et al. 2013;
Bitarafan et al. 2012; Cheng 2013; Chou et al. 2013; Fouladgar et al.
2012; Hashemkhani Zolfani et al. 2012; Kuzman et al. 2013; Lai 2012;
Rezaeiniya et al. 2012; Yazdani-Chamzini et al. 2013), because it is a
useful tool in dealing with multi-criteria decision-making problems.
Sotoodeh Gohar et al. (2012) presented a quantitative method based on
the fuzzy AHP approach to manage the risk of construction projects in
the uncertain environment. Al Haadir and Panuwatwanich (2011) used AHP
to prioritise critical factors affecting the successful implementation
of safety programs among construction companies in Saudi Arabia.
According to Raisbeck and Tang (2013), in construction management
research the AHP method has often been presented as a decision support
tool (e.g. contractor selection) rather than an investigative or
evaluation tool. They used this method as an investigative tool to
identify relevant factors in the design development of complex projects.
Aminbakhsh et al. (2013) assessed safety risk using AHP during planning
and budgeting of construction projects. The AHP method was used by
Bitarafan et al. (2012) for calculating the relative importance of the
criteria and their weights for cold-formed steel structures for
reconstructing the damaged areas. Cheng (2013) adopted the fuzzy AHP
method to obtain the opinions of professionals on the selection of
technology valuation methods for the development of new materials. Chou
et al. (2013) employed the fuzzy AHP to determine the weights of the
factors that influence the cost of a construction project. In Fouladgar
et al. (2012) the fuzzy AHP is utilized to calculate the weights of the
evaluation criteria for maintenance strategy selection. Hashemkhani
Zolfani et al. (2012) used AHP to calculate the weights of the
evaluation criteria for selecting a supplier. Kuzman et al. (2013)
compared the types of passive house construction using AHP.
Yazdani-Chamzini et al. (2013) proposed the integrated AHP-COPRAS method
to select the most appropriate renewable energy project among the
feasible alternatives.
The first step in AHP is to develop a hierarchical structure to
define a single pre-defined goal and potential factors supporting each
factor group. Figure 2 shows the proposed hierarchical tree to
prioritize and evaluate the CSFs. The identified CSFs are categorized in
seven main groups and a hierarchy structure of their factors is
provided. Factors may be attributed different rankings with the help of
the simple method of pairwise comparison (Zavadskas, Kaklauskas 2007) in
which the factors R and [R.sub.j], (i, j = 1, 2, ..., m; where m is the
number of factors) are compared with each other in pairs to determine
which one in the pair is more important. These comparisons produce a
square matrix A = [parallel] [a.sub.ij] [parallel] (i, j = 1, ..., m).
The matrix entries [p.sub.ij] may take either the value 0 or 1;
[a.sub.ij] = 1 if the factor [R.sub.j] is more important (significant)
than [R.sub.j] and, conversely, [a.sub.ij] = 0 if the factor [R.sub.j]
is more important than [R.sub.i]. The entries in the main diagonal of
the matrix are undefined and represented by dashes, because none of the
factors can be compared to itself. It is possible to specify only half
of the matrix entries above the main diagonal, because [a.sub.ij] +
[a.sub.ji] = 1. Sum totals [s.sub.i] = [m.summation over (j=1)]
[a.sub.ij] of the entries in each ith row of the matrix A and the rank
of the ith factor [r.sub.i] = m - [s.sub.i] have to be calculated. The
most important factor gets the rank equal to one. The comparison of
factors is of transitive nature: if the factor R is more important
(significant) than [R.sub.j], and [R.sub.j] is more important than
[R.sub.k], then [R.sub.j] is more important than [R.sub.k]. This way all
factors get different ranks.
[FIGURE 2 OMITTED]
The decision makers group contains of five senior experts with
minimum 10 years' experience in the field of construction project
management were invited to fill the AHP survey questionnaire. The
results were obtained from all five experts. Experts took approximately
five hours to finalize the questionnaire.
Now, we shall compare the main factor groups and demonstrate the
method at work. Table 1 lists the comparison results by one expert using
only "0" and "1".
Likewise, each expert compared and ranked the factors from all
separate groups.
Ranking of the factors makes it easier to apply the Saaty's
AHP method with a 9-point scale, where 1 represents "equally
important", 3 represents "slightly more important", 5
represents "strongly more important", 7 represents
"demonstratedly more important", and, 9 represents
"absolutely more important", whereas 2, 4, 6, 8 denote the
degrees of importance between 1 and 3, 3 and 5, 5 and 7, and 7 and 9,
respectively (Saaty 1980, 1990; Podvezko 2007, 2009; Podvezko et al.
2010; Wang et al. 2013). All factors R and R (i, j = 1, 2, ..., m; where
m is the number of factors) have to be compared with each other. The
comparison produces a square matrix P = [parallel] [p.sub.j] [parallel]
(i, j = 1,..., m) . The entries [p.sub.j] in the matrix P vary between
1, when both compared factors have equal importance in project
implementation, and [p.sub.ij] = 9, when the factor [R.sub.i] is far
more important than the factor [R.sub.j]. It is a symmetric inverse
matrix, which means [p.sub.ij] = 1/[p.sub.ji].
The weights in Saaty's AHP method--the vector [omega]--are
normalized components of eigenvector corresponding to the largest
eigenvalue [[lambda].sub.max] of the matrix P:
P[omega] = [[lambda].sub.max][omega]. (1)
The concordance (consistency) degree of the specific estimates of
each expert is determined by the consistency index C.I. and the
concordance ratio C.R. (Saaty 1980).
The consistency index is defined as the ratio:
C.I. = [[[lambda].sub.max] - m/m - 1], (2)
where: m is the number of the factors compared.
In practice, the level of consistency of the matrix P may be
determined if we compare the calculated consistency index C.I. in the
evaluation matrix with randomly generated (against the scale 1-3-5-7-9)
random index R.I. found in the same row of the inversely symmetric
matrix (Saaty 1980). The ratio of the consistency index C.I. calculated
in a particular matrix to the mean value of the random index R.I. is
referred to as the consistency ratio C.R., assessing the degree of
matrix consistency:
C.R. = [C.I./R.I.]. (3)
The matrix is consistent if the consistency ratio C.R. is smaller
than 0.1 (Saaty 1980).
The AHP method was used and each expert filled in a
matrix/questionnaire for the pairwise comparison of the factors. Table 2
shows the pairwise comparison of the main factor groups by one expert
using the AHP method.
In the expert comparison matrix presented in Table 2, the
consistency index C.I. = 0.127 and the concordance ratio C.R. = 0.096
< 0.1, thus the expert's judgement is consistent. Likewise, five
other experts compared the factors from all separate groups using the
AHP method. The consistency indices and the concordance ratios were
calculated for each judgement. Table 3 summarises the pairwise
comparison results of the main factor groups by five experts using the
AHP method.
Now we shall determine which factors have the biggest impact on
project implementation. In addition to a factor's weight within its
own group, the impact also depends on the number of factors in the group
and on the importance of the group itself (its weight) [[omega].sub.i]
among other groups. To make sure that the conditions are equal for all
factors, irrespective of their group, the weights coy of the jth factor
of each ith group have to be multiplied by the number of factors in the
group [n.sub.j].
Then, in all groups, the average weight 1/[n.sub.j] will have the
same value equal to one. The weight [[omega].sub.i] of the ith group
also affects the importance. The final impact on project implementation
is, therefore, defined by the value:
[??]j = [[omega].sub.i][[omega].sub.ij][n.sub.j]. (4)
The factors with the biggest impact on project implementation are
singled out by the highest calculated value [[??].sub.ij].
CSFs with local and global weights are ranked in Table 4. The top
ten critical success factors for construction projects in Lithuania are:
(1) clear and realistic project goals, (2) project planning, (3) project
manager's competence, (4) relevant past experience of the project
management/team, (5) the competence of the project management/team, (6)
clear and precise goals/objectives of the client, (7) the value of the
project, (8) the complexity and uniqueness of the project, (9) the
project manager's experience, and (10) the client's ability to
make timely decisions. Four of these factors related to the project are
"hard" elements of the project success. The rest of the
factors may be classified as "soft" or human-related factors
of the project success.
Conclusions
This paper proposes the AHP approach as a tool to rank different
critical success factors for construction projects. AHP is a powerful
and flexible method that uses a hierarchic structure to present a
complex decision problem by decomposing it into several smaller
subproblems. The technique seems to perform better than results based
purely on the experts' assignation of the absolute priorities of
each criterion (Zahedi 1986) or than results based just on qualitative
analysis. The AHP method, however, is time consuming and its use is,
therefore, limited.
Our study revealed that the highest ranking CSFs for construction
projects in Lithuania are: (1) clear and realistic project goals, (2)
project planning, (3) project manager's competence, (4) relevant
past experience of the project management/team, (5) the competence of
the project management/team, (6) clear and precise goals/objectives of
the client, (7) the value of the project, (8) the complexity and
uniqueness of the project, (9) the project manager's experience,
and (10) the client's ability to make timely decisions.
Based on these findings, the study highlighted the key areas for
successful implementation of construction projects in Lithuania. It may
be concluded that clear and realistic project goals and project planning
play the key role in successful implementation of construction projects
in Lithuania. They should be supported by the top project management,
clear and precise goals/objectives of the client, and, finally, by the
client's ability to make timely decisions. The findings would be
valuable for future studies in this area.
The weights of the CSFs calculated by using AHP can be later used
to rank different construction projects. Various methods may be used for
the purpose.
The research would benefit from a larger sample for the
questionnaire survey. This would increase the general credibility and
wider applicability of the findings.
doi: 10.3846/13923730.2014.914082
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Neringa GUDIENE. A PhD student in the Department of Construction
Economics and Property Management at Vilnius Gediminas Technical
University. Her research interests include construction project
performance, critical success factors, multiple criteria decision
making.
Audrius BANAITIS. Associate Professor in the Department of
Construction Economics and Property Management at Vilnius Gediminas
Technical University. His research interests include project/risk
management and project success, property management, sustainability and
construction industry development, multiple criteria decision making:
applications in construction.
Valentinas PODVEZKO. Professor in the Department of Mathematical
Statistics at Vilnius Gediminas Technical University. He is an author of
more than 120 publications. His research interests include
decision-making theory, expert systems, mathematical methods in
modelling socio-economic, technological and engineering processes,
hierarchical structuring of complex entities, sampling and forecasting
models, simulation and stability of mathematical models.
Nerija BANAITIENE. Associate Professor in the Department of
Construction Economics and Property Management at Vilnius Gediminas
Technical University. Her research interests include project/risk
management, total quality management, building life cycle analysis,
multiple criteria decision making: applications in construction.
Neringa GUDIENE (a), Audrius BANAITIS (a), Valentinas PODVEZKO (b),
Nerija BANAITIENE (a)
(a) Department of Construction Economics and Property Management,
Faculty of Civil Engineering, Vilnius Gediminas Technical University,
Sauletekio al. 11, 10223 Vilnius, Lithuania
(b) Department of Mathematical Statistics, Faculty of Fundamental
Sciences, Vilnius Gediminas Technical University, Sauletekio al. 11,
10223 Vilnius, Lithuania
Received 31 Dec 2012; accepted 08 Apr 2014
Corresponding author: Audrius Banaitis E-mail:
[email protected]
Table 1. Pairwise comparison of the main factor groups by one expert
Factor Group 1 2 3 4 5
1 -- 0 0 0 0
2 1 -- 0 0 0
3 1 1 -- 0 1
4 1 1 1 -- 1
5 1 1 0 0 --
6 1 1 0 0 0
7 1 1 0 0 0
Factor Group 6 7 Sum Rank
1 0 0 0 7
2 0 0 1 6
3 1 1 5 2
4 1 1 6 1
5 1 1 4 3
6 -- 1 3 4
7 0 -- 2 5
Table 2. Pairwise comparison of the main factor groups
by on expert using the AHP method
CSF Groups 1 2 3 4 5
1 1 1/3 1/8 1/9 1/7
2 3 1 1/7 1/8 1/6
3 8 7 1 1/2 3
4 9 8 2 1 4
5 7 6 1/3 1/4 1
6 6 5 1/5 1/6 1/4
7 4 3 1/4 1/7 1/5
CSF Groups 6 7 Weights Ranks
1 1/6 1/4 0.020 7
2 1/5 1/3 0.031 6
3 5 6 0.268 2
4 6 7 0.374 1
5 4 5 0.166 3
6 1 4 0.093 4
7 1/4 1 0.048 5
Table 3. The weights of the factors in the main factor
groups determined by five experts
C.I. C.R. 1 2 3
1.(N) 0.127 0.096 0.020 0.031 0.268
2.(R) 0.024 0.018 0.035 0.044 0.053
3.(S) 0.056 0.042 0.176 0.073 0.279
4.(Z) 0.085 0.065 0.112 0.078 0.354
5.(K) 0.082 0.062 0.038 0.038 0.163
Avg. weights 0.086 0.065 0.227
Ranks 6 7 1
4 5 6 7
1.(N) 0.374 0.166 0.093 0.048
2.(R) 0.126 0.154 0.310 0.278
3.(S) 0.058 0.039 0.353 0.022
4.(Z) 0.215 0.188 0.033 0.020
5.(K) 0.234 0.377 0.088 0.062
Avg. weights 0.197 0.139 0.198 0.092
Ranks 2 3 4 5
Table 4. CSFs ranking with local and global weights
Level 1: Level 2: Weights CSFs Local
Goal Groups of of weights
CSFs groups
1 2 3 4 5
Prioritization External 0.0762 Economic 0.2269
of CSFs of factors environment (1)
construction
projects Social 0.1515
environment (3)
Political 0.1967
environment (2)
Physical 0.0879
environment (6)
Technological 0.1181
environment (5)
Legal 0.1384
environment (4)
Cultural 0.0398
environment (8)
Nature/ 0.0407
ecological (7)
environment
Institutional 0.0528 Construction 0.2142
factors permits (3)
Construction 0.4218
regulations (1)
Product and 0.2162
service (2)
certification
Standards 0.1477
(4)
Project 0.2234 Value 0.0976
related (3)
factors
Size 0.0756
(5)
Clear and 0.1250
realistic (1)
goals
Project type 0.0312
(14)
Procurement 0.0384
(12)
Complexity 0.0973
and (4)
uniqueness
Realistic 0.0602
schedule, (8)
urgency
Planning 0.1160
(2)
Innovations 0.0458
(10)
Materials 0.0543
and (9)
equipment
Supervision 0.0387
(11)
Construction 0.0357
methods (13)
Accidents 0.0290
(15)
Profitability 0.0705
(6)
Risk 0.0208
(16)
Adequate 0.0638
funds/ (7)
resources
Project 0.2013 Relevant past 0.1660
management/ experience (1)
team
related Competence 0.1608
factors (2)
Troubleshooting 0.0539
(9)
Decision-making 0.1042
effectiveness (4)
Control system 0.0676
(8)
Motivation 0.1006
(5)
Project 0.0701
organization (7)
structure
Good 0.1237
communication (3)
Risk 0.0477
identification (10)
and allocation
Technical 0.0851
capability (6)
Personnel 0.0200
issues (11)
Project 0.1848 Competence 0.1637
manager (1)
related
factors Experience 0.1277
(2)
Technical 0.0750
capability (6)
Leadership 0.0658
skills (8)
Motivating 0.0404
skills (11)
Organizing 0.0948
skills (4)
Coordinating 0.0772
skills (5)
Effective 0.0568
and timely (9)
conflict
resolution
Adaptability 0.1207
to changes, (3)
management
of changes
Delegation of 0.0676
authority and (7)
responsibility
Perception of 0.0272
the role and (13)
responsibilities
Trust 0.0287
(12)
Contract 0.0544
management (10)
Client 0.1755 Experience 0.1579
related (4)
factors
Type (private 0.0316
vs. public) (8)
Size 0.0366
(7)
Influence 0.0492
(6)
Ability to 0.2132
make timely (2)
decisions
Clear and 0.2503
precise (1)
goals/
objectives
Risk attitude 0.0698
(5)
Ability to 0.1914
participate (3)
in different
phases of
project
Contractor 0.0860 Company 0.0873
related characteristics (5)
factors
Technical and 0.1638
professional (2)
capability
Experience 0.1708
(1)
Economic and 0.1349
financial (3)
situation
Owner's 0.0339
management (11)
capability
Top management 0.0774
support (6)
Quality issues 0.1171
(4)
Health and 0.0516
safety (9)
conditions
Work 0.0506
conditions (10)
Advanced 0.0600
technologies (7)
Extent of 0.0526
subcontracting (8)
Level 1: Level 2: Weights CSFs Global
Goal Groups of of weights
CSFs groups
1 2 3 4 6
Prioritization External 0.0762 Economic 0.1383
of CSFs of factors environment (33)
construction
projects Social 0.0923
environment (48)
Political 0.1199
environment (40)
Physical 0.0536
environment (59)
Technological 0.0720
environment (54)
Legal 0.0844
environment (50)
Cultural 0.0243
environment (71)
Nature/ 0.0248
ecological (70)
environment
Institutional 0.0528 Construction 0.0452
factors permits (65)
Construction 0.0891
regulations (49)
Product and 0.0457
service (64)
certification
Standards 0.0312
(69)
Project 0.2234 Value 0.3490
related (7)
factors
Size 0.2702
(13)
Clear and 0.4468
realistic (1)
goals
Project type 0.1117
(42)
Procurement 0.1372
(35)
Complexity 0.3477
and (8)
uniqueness
Realistic 0.2153
schedule, (21)
urgency
Planning 0.4145
(2)
Innovations 0.1639
(26)
Materials 0.1942
and (22)
equipment
Supervision 0.1382
(34)
Construction 0.1277
methods (38)
Accidents 0.1037
(45)
Profitability 0.2521
(15)
Risk 0.0742
(52)
Adequate 0.2280
funds/ (17)
resources
Project 0.2013 Relevant past 0.3677
management/ experience (4)
team
related Competence 0.3562
factors (5)
Troubleshooting 0.1195
(41)
Decision-making 0.2309
effectiveness (16)
Control system 0.1498
(32)
Motivation 0.2229
(19)
Project 0.1553
organization (30)
structure
Good 0.2741
communication (12)
Risk 0.1056
identification (44)
and allocation
Technical 0.1885
capability (23)
Personnel 0.0443
issues (66)
Project 0.1848 Competence 0.3933
manager (3)
related
factors Experience 0.3068
(9)
Technical 0.1802
capability (25)
Leadership 0.1580
skills (29)
Motivating 0.0970
skills (47)
Organizing 0.2278
skills (18)
Coordinating 0.1856
skills (24)
Effective 0.1364
and timely (36)
conflict
resolution
Adaptability 0.2899
to changes, (11)
management
of changes
Delegation of 0.1625
authority and (27)
responsibility
Perception of 0.0652
the role and (57)
responsibilities
Trust 0.0689
(56)
Contract 0.1307
management (37)
Client 0.1755 Experience 0.2217
related (20)
factors
Type (private 0.0443
vs. public) (67)
Size 0.0514
(60)
Influence 0.0691
(55)
Ability to 0.2992
make timely (10)
decisions
Clear and 0.3513
precise (6)
goals/
objectives
Risk attitude 0.0980
(46)
Ability to 0.2686
participate (14)
in different
phases of
project
Contractor 0.0860 Company 0.0826
related characteristics (51)
factors
Technical and 0.1550
professional (31)
capability
Experience 0.1616
(28)
Economic and 0.1276
financial (39)
situation
Owner's 0.0320
management (68)
capability
Top management 0.0732
support (53)
Quality issues 0.1108
(43)
Health and 0.0488
safety (62)
conditions
Work 0.0479
conditions (63)
Advanced 0.0568
technologies (58)
Extent of 0.0497
subcontracting (61)