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      <title-group>
        <article-title>Econometric Analysis of the Impact of Expert Assessments on the Business Activity in the Context of Investment and Innovation Development</article-title>
      </title-group>
      <fpage>0000</fpage>
      <lpage>0003</lpage>
      <abstract>
        <p>The purpose of this paper is to build a logistic regression model where the outcome is the logit of probability of business success in quantitative and qualitative terms and predictor variables are identified factors that contribute to business success. The logit model is based on a sample of of 40 successful and unsuccessful businesses in Ukraine. The applied methodology with obtained results can serve to identify factors that contribute to improving business success, as well as a base for future research on the impact of selected factors on business success with a bigger sample of participants, and to improve decision making in conditions of uncertainty and instability of the external environment in developing countries.</p>
      </abstract>
      <kwd-group>
        <kwd>logit model</kwd>
        <kwd>enterprise activity estimation</kwd>
        <kwd>quantitative and qualitative terms</kwd>
        <kwd>decision making</kwd>
      </kwd-group>
    </article-meta>
  </front>
  <body>
    <sec id="sec-1">
      <title>Introduction</title>
      <p>Uncertainty and instability of the business environment in Ukraine are increasing
despite the investment and innovation development of the country and a supportive
international environment. In a competitive environment, enterprises are constantly
forced to search for optimal solutions in order to gain or maintain an advantage over
their rivals. In principle, in this situation, evaluation of the success of the enterprise
without application of mathematical approach in decision making processes is
particularly difficult.</p>
      <p>Business-investors are interested in measures of business performance as base for
their investment-decisions in the firm. Business success is defined in different ways,
very often, a combination of financial performance and organizational performance is
used [3].</p>
      <p>Ramadan, Ajami, Mohamed, Lazarova-Molnar [19] highlight the role of modeling
and simulation in enhancing decision-making processes in enterprises.
Decisionmaking in enterprises holds different possibilities for profits and risks. Due to the
complexity of decision making processes, modeling and simulation tools are being
used to facilitate them and minimize the risk of making wrong decisions in the
various business process phases.</p>
      <p>Despite the increasing pace of different types of enterprise activity modelling, little
is known about correct evaluation of the success of the enterprise. Understanding the
features of evaluation of the success of the enterprise is important for several reasons.
First, many management scholars have inferred that a relationship exists between the
correct assessment of the success of the enterprise and its internal capabilities, the
stochastic processes in the organization, an advanced management practices, the
external environment. In the absence of these basic elements, decision making practices
will be more risky and costly. Second, managers of many enterprises are faced with
making a strategic decision about whether or not to use the modellingFinally, the
using of quantitative and qualitative data in modelling can help managers, who are
trying to improve decision making in conditions of the investment and innovation
development of the economy in developing countries. This needs putting in place a
model for evaluation of the business success.</p>
      <p>The role of the logit regression model and its economic interpretation is to provide
a synthetic presentation of the calculated data that will aid in the formulation of policy
of the enterprise, integration into social and economic environment and the evaluation
of the success or failure of economic activity.</p>
      <p>This paper analyzes the effects of individual factors on the business success. The
empirical analysis was conducted over the sample of food industry enterprises in
Ukraine.</p>
      <p>The goal of the research was to establish how the value of some variable changes
in response to change the values of a defined list of factors. Since the analyzed
variable “Business success” is a binomial variable, the model of logistic regression is used.
The McFadden maximum likelihood method (logarithmic likelihood function) are
used to find logistic regression coefficients. Finding an estimate of an unknown
parameter is simplified by maximizing the natural logarithm. A binary independent
variable in logistic regression is obtained. The Newton-Raphson method are utilized
to maximize the function L. The initial values of a parameters (W) are defined as the
vector of linear regression parameters. The conjugate gradient method for the
calculation of logistic regression coefficients are used. The obtained parameter estimates are
interpreted. The rest of the study is structured as follows. Section 2 presents the
literature review, in section 3 we define the methodology, section 4 presents the main
practical results and finally section 5 concludes.</p>
    </sec>
    <sec id="sec-2">
      <title>Literature review</title>
      <p>Managers need business success measurement systems to improve and better
orchestrate capabilities and their impact on the business, which is also called business
performance. A quite elaborate body of research has suggested that the application of
business success measurement systems has a positive effect on the improvement of
capabilities and consequentially the improvement of business performance [14].</p>
      <p>There is no universally accepted definition of business success has been
interpreted in many ways [6].</p>
      <p>There are two important dimensions of business success: 1) financial vs. other
success; and 2) short- vs. long-term success. Business success can have different
forms In business studies, the concept of success is often used to refer to a firm’s
financial performance (high productivity, efficiency and effectiveness, business
performance).</p>
      <p>Based on uncertainty, it is not easy for companies to choose measures to assess the
performance of their business [12].</p>
      <p>Luta [16] considers that managing the assessed performance is a very important
process in enterprise. This process starts after the performance evaluation of the
personnel in the enterprise and depends on the performance score previously assessed.</p>
      <p>Mitsel, Alimkhanova [18] view the means of evaluating the operating efficiency
of enterprises based on the DEA (Data Envelopment Analysis) and financial
indicators are taken as the input and output parameters. The profitability of capital invested
in different business activities and the improvement of employee engagement are used
for performance demonstrations [17].</p>
      <p>Buttenberg [3] investigate the challenges in measuring business success in young
firms and focuses on financial as well as product-market-performance indicators
(sales growth, revenue growth rate of sales to current customers, Market share, market
share growth) that are specific to start-up firms in order to support their strategic
decision-making. The decisions of founder(s) on the acquisition, development and
shedding of resources and capabilities as well as the factors and indicators taken into
consideration when measuring business performance are pathbreaking for the
development of the firm. Venkatraman and Ramanujam [21, 803-804] include operational
performance alongside financial performance (such as sales performance or market
share) in the definition and thereby enlarge the previously dominant models of
management research.</p>
      <p>The results of the study [7] validate that the non-financial dimensions (namely,
image and customer loyalty, and product service innovation) are not valid dimensions
for measuring business success, while the other two dimensions (namely, business
growth and profitability) show a high degree of correlation. This indicates that
business growth is aligned with profitability, that growth for profitability is a major
concern, and that profitability still remains the key measure of business success.</p>
      <p>To measuring business success with the use of financial indicators, Horváthová
and Mokrišová [10] were focused on success measurement applying aset of
nonfinancial indicators.
• Return on investment (ROI), return on assets (ROA), profit and growth rates of
financial indicators are widely common measures used and reliable indicators for
business success and organizational effectiveness.
• To evaluate business success, the following mathematical methods are used: a
matrix model, a linear programming model for addressing the problems of input
and output transformations [10] data envelopment analysis (DEA) non-parametric
approachordinary least squares (OLS); stochastic frontier approach (SFA);
maximum likelihood estimation (MLE); corrected ordinary least squares (COLS); thick
frontier approach (TFA); modified ordinary least squares (MOLS);
distributionfree approach (DFA) with the application of characteristics such as the EVA
indicator, MVA, INEVA, WACC RONA, or indicators based on CVA, FCF and others
[1; 20].
• A modeling techniques with the aim of the measurement of the business success
should be developed from a combining statistical data and expert judgment,
including various types of factors.</p>
    </sec>
    <sec id="sec-3">
      <title>Methodology</title>
      <p>The relationship between the factors and rates of success or failure of organizations
should be established to undertake assessment of the business success. The rates of
success and failure of organizations can be took on exactly two values. A binary
variable is a variable with only two values (0 and 1). So, we need to build a model for
predicting a binary variable.</p>
      <p>Constructing a regular multiple regression will not produce the desired result. But
the reason why is that the calculated values of the dependent variable may not belong
to the interval [0, 1]. In this case, the task of constructing a regression dependence
may not be as a prediction of the values of a binary variable, but as a simulation of
some continuous variable that may yield values inside the [0,1] range. Such problems
can be described by linear probability models or logit and probit models. The
predicted values can not only correspond to the values 0 and 1, but can also be interpreted as
the probability of success of the enterprises.</p>
      <p>The modeling of the assessments of the business success in order to predict its
future state was considered. This means the evaluation of a qualitative variable
(business success - 1 or 0) by several quantitative factors. Discriminant analysis tools can
be used to select the most informative quantitative variables. Logit regression allows
to determine the success group of an enterprise. And furthermore, logit regression
provides an opportunity to consider the likelihood that an enterprise would be
categorized as a particular success group.</p>
      <p>
        The logit model looks likes this:
p(х) = P(Y = 1| X = х) = (1 + exp(хTw))-1,
(
        <xref ref-type="bibr" rid="ref1">1</xref>
        )
where w are unknown parameters which will need to be assessed.
      </p>
      <p>The logistic curve (the solid line) shown in Fig. 1.
Positive points of logit analysis: logit analysis takes into account the model of
nonlinear dependence, logit analysis has the ability to interpret the resulting success rate of
the company. The resulting indicator determines the nominal value of the business
success.</p>
      <p>The following Error! Reference source not found. were used to build a model for
assessing the success rate for enterprises.</p>
      <p>
        The prepared data (Table 1) will be used to estimate the unknown parameters of
the econometric model:
 (  = 1|  ) =  ( 0 +  1  1 +  2  2 + ⋯ +  5  5) +   , i = 1,2,…,n
(
        <xref ref-type="bibr" rid="ref2">2</xref>
        )
where Р(уi = l | xi ) is s the probability that the i-th value of the binary variable is 1
with the хi condition;
 ( ) = 1+1− – logistics function;
      </p>
      <p>The likelihood function is the basis of the method and expresses the probability
density (probability) of the simultaneous appearance of the sample results Y1, Y2,…,
Yn:</p>
      <p>L(Y1,Y2,…,Yk;Θ)=p(Y1;Θ)⋅…⋅p(Yn;Θ)</p>
      <p>According to the maximum likelihood method, the value of Θ=Θ(Y1,…,Yn) that
maximizes the function L is accepted to be in estimation of an unknown parameter.</p>
      <p>The calculation process is being simplified by maximizing not the function L, but
the natural logarithm ln(L). It has to do with the fact that the maximum of both
functions is achieved with identical values of Θ:</p>
      <p>L*(Y;Θ)=ln(L(Y;Θ))→max</p>
      <p>
        We do have a binary independent variable through logistic regression. Therefore,
we denote the probability of occurrence of 1 (Pi =Prob(Yi=1)) by Pi. This probability
will depend on Xi,, where Xi, is the row of the regressors matrix, W is the vector of
regression coefficients:
(
        <xref ref-type="bibr" rid="ref3">3</xref>
        )
(
        <xref ref-type="bibr" rid="ref4">4</xref>
        )
      </p>
      <p>We use lnL instead of function L. It does not change the essence of the task, but
allows us to get rid of the multiplication:
 ∗ = ln = ∑</p>
      <p>=   ln (   ) + ( −   )ln( −  (   ))</p>
      <sec id="sec-3-1">
        <title>Here the following designations are introduced:</title>
      </sec>
      <sec id="sec-3-2">
        <title>The log-likelihood function is:</title>
        <p>1
  =  (  ),  ( ) = 1+ −
 ( ,  ) = ∏  =1  (   )  [ −  (   )]1− 
The Newton-Raphson method was used to maximize the function L.
A Newton- Raphson method is used to perform the minimization which typically
W = (W0, W1,…,Wm)T,</p>
        <p>Xi = (1, Xi1,…,Xim), (8)
XiW = W0 + W1Xi1 + W2Xi1 +…+ WmXim
  +1 =   −  ln  (  ) [∂2ln  (  )]−1</p>
        <p>
          ∂ ∂ ′
 ln ( ) = ( 0( ),  1( ), … ,   ( ))
 
 0( ) = ∑ =1  (   ) − ∑{ :  =1} 1

 =

∑
{ :  =1}
  ( ) = ∑  (  
)  −
  ,  = 1,2, … , 
(
          <xref ref-type="bibr" rid="ref5">5</xref>
          )
(6)
(7)
(8)
(9)
(10)
(11)
… ∑

 =  (   )( −  (   ))  ,
… ∑ =  (   )( −  (   ))    1,
        </p>
        <p>…
…
∑

 =  (   )( −  (   ))    )
requires several iterations:
where
∂2∂ln ∂( ′ ) =
∑

 =  (   )( −  (   )) ,

∑
 =  (   )( −  (   ))  1,</p>
        <p>… … …

(  =  (   )( −  (   ))  ,</p>
        <p>∑
linear regression parameters:</p>
        <p>This is usually the initial values which has been determined to be the the vector of
 (поч) = (   )−1</p>
        <p>For our research we are going to use the conjugate gradient method.</p>
      </sec>
    </sec>
    <sec id="sec-4">
      <title>Empirical results</title>
      <p>The parameters of the resulting logistic regression model in analytics software
package STATISTICA are as follows:</p>
      <p>It is to be noted (Fig. 2) that the five-factor logit model ensures a high degree of
reliability. Its reliability was confirmed by   2 = 55,99. And it may even be concluded
that the null hypothesis can be not rejected with near zero probability.</p>
      <p>Based on the foregoing, the logistic model are obtained:</p>
      <p>(  = 1|  ) = (1 +  65,1−6,02 1−0,54 2+1,27 3−0,02 4−0,16 5)−1</p>
      <p>The adequacy of the constructed logistic model can be calculated by likelihood
ratio index (LRI, McFadden's-R2 statistic):
where

= 1 − llnn (( ))</p>
      <p>= 0,97

 ( ,  ) = ∏
  =1  (   )  [ −  (   )]1− 
(12)
(13)
ln ( ) – is the maximum value of the log-likelihood function. This is reached at a
point whose coordinates are equal the estimates of the model parameters,  =
( 0,  1,  2, … ,   )</p>
      <p>ln (  ) – the value of the logarithmic likelihood function which is calculated on
the basis of the assumption that wl = w2 = ... = wт = 0.</p>
      <p>The calculated value of likelihood ratio index points to the adequacy of the
constructed model.</p>
      <p>An assessment of the business success rate at different values of factors has been
carried out.</p>
      <p>The Figure 3 show how business success would change when x1 factors (expert
evaluation of the quality of management in enterprise) for certain values of factor x3
(expert evaluation of the quality of products) and fixed values of other factors: x2 = 7
(expert evaluation of the qualifications of the staff), x4 = 18 (net revenue from
product sales / cost of purchasing), x5 = 163 (net revenue from product sales / number of
employees) are changed. That is, increased the quality of the management (x1) for
different values of product quality and fixed values of other indicators (x2, x4, x5)
leads to better the business success indicator.</p>
      <p>7
8
9
10</p>
      <p>The strategic concept of management on the quality of tangible and intangible
elements of product is a good way of gaining competitive advantage. Considering
modern business activities of companies, there are numerous reasons for emphasizing the
importance of quality management [2]. One of the most important elements that must
be taken into consideration is the relation between the price and quality of products.
The innovation is actually the key to improving the quality of products. Management
of an enterprises must be able to recognize opportunities, i.e. the sources of
innovation that such changes bring about, which will certainly improve the quality of
products [13].</p>
      <p>The Figure 4 show how business success would change when x1 factors (expert
evaluation of the quality of management in enterprise) for certain values of factor x2
(expert evaluation of the qualifications of the staff) and fixed values of other factors:
x3 = 7 (expert evaluation of the quality of product), x4 = 17 (net revenue from
product sales / cost of purchasing), x5 = 144 (net revenue from product sales / number of
employees) are changed. That is, increased the quality of the management (x1) for
different values of the qualifications of the staff and fixed values of other indicators
(x3, x4, x5) leads to better the business success indicator.</p>
      <p>7
8
9
10
Fig. 4. Dependence of business success on the expert evaluation of the quality of management
(for certain values of expert evaluation of the qualifications of the staff)</p>
      <p>Hasebrook [9] was calculated how the quality of management can determine
business (financial) success based on data about 1,900 banks and 2,700 respondents. It
was thus found that there was a positive correlation between management quality and
qualifications of the staff. The result shows a correlation between 35% (2009) and
95% (2013). To provide the success of the management manageres need the
professional qualifications approach to enhancing staff professional qualifications in the
process of creation of competitive relations.</p>
      <p>The Figure 5 show how business success would change when x2 factors (expert
evaluation of the qualifications of the staff) for certain values of factor x1 (expert
evaluation of the quality of management) and fixed values of other factors: x3 = 8
(expert evaluation of the quality of product), x4 = 19 (net revenue from product sales /
cost of purchasing), x5 = 122 (net revenue from product sales / number of employees)
are changed. That is, increased the x2 factor for different values of the quality of
management and fixed values of other indicators (x3, x4, x5) leads to better the
business success indicator.</p>
      <p>1
0,9
0,8
0,7
0,6
0,5
0,4
0,3
0,2
0,1
0
1
0,9
0,8
0,7
0,6
0,5
0,4
0,3
0,2
0,1
0
Fig. 5. Dependence of business success on the expert evaluation of the qualifications of the
staff (for certain values of expert evaluation of the quality of management)</p>
      <p>The motivational models directed at increasing the loyalty of employees must be
competitive, able to retain the staff, improve its professional qualifications and focus
on creating profitability of oriented at innovation enterprise. That’s why the system of
motivation should include not only financial incentive instruments (high wages,
bonuses, bonuses and other forms of financial encouragement), but also the tools of
further professional career growth, increase of loyalty and self assessment of
specialists [15].</p>
      <p>6
7
8
9
Fig. 6. Dependence of business success on the expert evaluation of the quality of products (for
certain values of expert evaluation of the qualifications of the staff)</p>
      <p>The Figure 6 show how business success would change when x3 factors (expert
evaluation of the quality of products) for certain values of factor x1 (expert evaluation
of the quality of management) and fixed values of other factors: x2 = 9 (expert
evaluation of the qualifications of the staff), x4 = 5 (net revenue from product sales / cost
of purchasing), x5 = 99 (net revenue from product sales / number of employees) are
changed. That is, increased the x3 factor for different values of the qualifications of
the staff and fixed values of other indicators (x2, x4, x5) leads to decrease the
business success indicator.</p>
      <p>The decline can be attributed to the slowdown in employee motivation at the
enterprises, the decline in public investments in the food industry, and the rise in crisis
in the country.</p>
      <p>Generally speaking, the quality of products and employee performance depends
on a large number of factors, such as motivation, appraisals, job satisfaction, training
and development [11].</p>
      <p>For Ukrainian enterprises the wages that does not meet the labor efforts and
qualifications may demotivating employees and disincentive to work. This leads to
еmployees of a company act according to the principles of irresponsibility, reduce
productivity, breaking the labor legislation and operational discipline.
6
7
8
9
Fig. 7. Dependence of business success on the expert evaluation of the quality of products (for
certain values of expert evaluation of the quality of management)</p>
      <p>The managers should be concerned by the low level of motivating, which does not
allow workers and members of their families a decent standard of living. This risk
could lead to the departure, of some of skilled personnel working for the
organizations.</p>
      <p>The Figure 7 show how business success would change when x3 factors (expert
evaluation of the quality of products) for certain values of factor x2 (expert evaluation
of the qualifications of the staff) and fixed values of other factors: x1 = 9 (expert
evaluation of the quality of management), x4 = 5 (net revenue from product sales /
cost of purchasing), x5 = 99 (net revenue from product sales / number of employees)
are changed.</p>
      <p>This situation illustrates that in the food industry, the quality of products is
gradually decreasing. Businesses were plagued by low level of quality product as a result of
low level of product standardization, quality management, quality control.</p>
      <p>The main factors that contributed to the decline of the product quality are: low
quality of raw materials, low level of the organizations of labour and production
processes, outflow of skilled workers, poor and irregular productivity in production.</p>
      <p>Improving product quality is one of the most important things for achieving long
term sales growth and profitability. Businesses seeking to improve product quality
need to embed quality practices in their routine processes. So rather than just an
afterthought, quality has to be intrinsic to companies’ performance and daily operations
management. And though increasing quality of products is not an easy task, it rewards
businesses with increased revenue and reduced costs. Improving product quality
based on these principles: build a solid product strategy, implement a quality
management system (QMS), make quality a part of company culture, perform product and
market testing, always strive for quality [5].</p>
      <p>Let us evaluate business success with a built model. Іnformation on activities
of enterprises is presented in Table 2.
 ( 1 = 1|  ) = (1 +  65,1−6,02∙8−0,54∙8+1,27∙8−0,02∙1,67−0,16∙166,67)−1 = 0,98
 ( 2 = 1|  ) = (1 +  65,1−6,02∙6−0,54∙7+1,27∙8−0,02∙4,8−0,16∙240)−1 = 0,958
 ( 3 = 1|  ) = (1 +  65,1−6,02∙10−0,54∙9+1,27∙8−0,02∙2,5−0,16∙62,5)−1 = 0,46
The calculations show the possible success of the first and second enterprises.</p>
      <p>Based on this results, it can be concluded that the logistic regression is adequate
for the task at hand and is well suited to analyze the business success.</p>
    </sec>
    <sec id="sec-5">
      <title>Conclusions</title>
      <p>Any evaluation of the business success can be made by modelling based on
quantitative and qualitative data and analysing the results. The data collected on an activity
of Ukrainian enterprises of were related to the various financial variables (net revenue
from product sales, cost of purchasing, number of employees) and expert evaluation.
Using the binomial logistic model the logit of probability odds of business success in
dependence of quantitative and qualitative factors that contribute to business success
was analyzed.</p>
      <p>Performed logistic regression over the selected set of quantitative and qualitative
variables showed that quality of the management, qualifications of the staff are most
statistically significant predictors. All these factors affect the increase of probability
of business success.</p>
      <p>In addition, declining quality product significantly decrease the probability odds
of business success. And, obtained results illustrate that in the food industry, the
quality of products is gradually decreasing. Businesses were plagued by low level of
quality product as a result of various factors.</p>
      <p>
        Based on the obtained results, the management of an enterprises can focus on
those areas, which are preconditioned for business success and efficiency
improvement. The applied methodology with obtained results can serve as a base for the
future research on the impact of quantitative and qualitative factors on success for the
enterprises and organizations of different forms of ownership, working in different
spheres.
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    </sec>
  </body>
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