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\title{Banking Interaction and Financial Stability: MENA Countries}
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             \author[1]{Dr. Nadia Mansour  Bouzaida}

             \author[2]{Pr. Ezzeddine  Zouari}

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\date{\small \em Received: 11 December 2017 Accepted: 1 January 2018 Published: 15 January 2018}

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\begin{abstract}
        


This paper represents the relationship between banking risk and financial stability using the indicator "z-score" and its two components: capitalization and profitability.Based on panel data and cross-sectional an alysis, we used a sample of the period 2003-2014 to determine the specificities of these countries regarding the determinants of financial stability.

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\keywords{financial stability, banking risk, prudential regulation, business model, mena countries.}

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\let\tabcellsep& 	 	 		 
\section[{Introduction}]{Introduction}\par
uring the past decades, the progress of the financial system has created different types of activities and financial instruments increasingly diverse and complex. In this context, developments in the financial sector seem to have played a growing role in the configuration and sometimes the amplification of macroeconomic fluctuations. Consequential concerns an "excessive" variability in the financial system has highlighted the need to put in place measures for prudential regulation, accounting, and risk measurement or monetary policy with the goal of consolidating the financial system and macroeconomic stability.\par
However, even though the various regulations accompanied by strong supervision aim to guarantee the risk management functions of banks as well as the liquidity management that continuously contribute to financial stability, the risks of instability can't be solved. In these cases, only the central banks can provide liquidity when necessary. Also, financial stability is a source of preoccupation internationally, because of financial crisis since the middle of the Second World War.\par
The application of prudential regulation standards requires a lot of effort on the part of banks, which must have sophisticated means for measuring credit, operational and Market risks, as well as owning the necessary capital to apply these standards. Hence poor risk management may be causing a problem of financial stability.\par
The latter corresponds to a reality bringing together both economic and financial issues. Each of these two aspects refers to the consideration of destabilizing events and their influence on the entire financial system.\par
Initially, financial stability had always been considered as a concept indicating an important function within central banks as well as in public institutions. Indeed, it was only in 1994 that the Bank of England began to use this concept to designate the objectives to attain and which were destabilized by price stability or the efficiency of the Banking system's operation, \hyperref[b38]{Weller, (1999)}.\par
During the 1990s, the formulation of economic policy was based for the most part on the pursuit of maintaining financial solidity. Thus, a financial system is part of a zone of stability when it can facilitate without hindrance the performance of the economy while having the possibility to reduce problems, \hyperref[b32]{Schinasi, (2006)}. In other words, financial stability is the maintenance of confidence in the financial system.\par
Thus, to ensure the financial stability, the different actors of the system have a solid accompanied by proper operation and an exchange rate regime and performance concerning other economic actors, in particular, the state, households and non-financial enterprises. In this balance, credit institutions, alongside their traditional intermediation function and their growing involvement in capital markets, play an important role. There are also other financial institutions such as insurance companies, investment companies, and pension funds.\par
Also, it is still essential to take into account the behavior of the financial markets, especially the equity, and foreign exchange markets. The opening of the financial markets, which are at the origin of large international capital movements as well as significant volatility of the prices of the assets, is considered as a risk taking.\par
This situation brings us to the following questions: What is the relationship between bank risk and financial stability? What is the impact of prudential regulation on financial stability?\par
The problem developed is the evaluation, firstly, of the relationship between banking risk and financial stability and, secondly, the impact of banking regulation on financial stability. 
\section[{II.}]{II.} 
\section[{Literature Foundations}]{Literature Foundations}\par
"Financial stability refers to a bank's ability to withstand significant shocks and the resolution of macroeconomic imbalances, thereby reducing the probability of a break in the financial intermediation between savings and investment." BCEAO, (2006). 
\section[{D}]{D}\par
Financial stability is an important factor in the proper functioning of the economy. The main aims of this notion are towards economic development, and the assurance of high-quality intermediation between economic agents, through the channeling of financing flows efficiently towards the most growth-enhancing sectors. Indeed, the stability of financial institutions was the absence of tension that can lead to many economic crises whose effects are not limited to economic agents alone. In this context, financial stability requires two main conditions, Salameh (2013):\par
The main markets must be stable so that each actor can trade with confidence at prices reflecting the fundamental data on the market.\par
All of this shows that the definition of financial stability is not limited to banking stability alone, but affects the entire financial system since the financial stability of the banking sector is a factor in the soundness of all financial corporations.\par
In maintaining this stability, central banks provide not only identifying threats to the financial system while trying to reduce, but also protecting the system while recognizing that the instability of markets institutions can cause systemic risks. Central banks have the right to detect these risks. 
\section[{a) Determinants of Financial Stability}]{a) Determinants of Financial Stability}\par
There are many factors and can be classified into three categories: ? Macro-economic conditions: to maintain or restore financial stability, it is essential that macroeconomic policies be enhanced with appropriate structures. When the economic environment is affected by difficulties, the banks suffer the consequences. Indeed, stability depends on the specificities of a country's relationship with the outside world. When a state is highly dependent on foreign aid, it is exposed to significant risks, particularly as regards public finances, external financing or the performance of the private sector. However, this situation mainly affects developing countries or countries with fragile economic conditions. ? Internal Financial Institutions and Markets Management Systems: A stable financial system is always accompanied by an adequate institutional and regulatory framework whose components and functioning determine the potential risks that financial institutions face, ? The effectiveness of the regulatory system and supervision of financial institutions: When the institutional framework is efficient and, the financial system can adapt to different innovations and changes in the environment, there will automatically be financial stability. Thus, a financial system was considered stable when it can facilitate the efficient allocation of economic resource and financial processes; evaluates, and manages financial risks \hyperref[b25]{(Icard, 2007)}.\par
Also, one of the main channels of transmission of a financial crisis in the real economy is mainly the seizure of the intermediation activity. In this case, the banks stop granting new financing and no longer proceed to the renewal of credits that are maturing, a situation called by the economists "Credit Crunch."\par
In a "Credit Crunch," it is possible to highlight two types of mechanisms: it could be caused by a lack of banks' funds. When there is an economic and financial turnaround, the banks' capital level can be reduced by the losses. Prudential rules do not allow banks to expose themselves to risk if they do not have sufficient capital. Also, the "credit crunch" may be the consequence of a low level of liquidity.\par
In general terms, the financial system and the banking system represent, through their roles and their vocations, reliable indications of the health of an economy, while allowing investors and the various economic players to plan their actions in advance and effectively manage their capital flows. This situation reflects the importance of banking institutions in the economy as well as the interest granted by public authorities to these institutions.\par
Banking is a fundamental element of any economy, particularly in linking providers and investors. However, even in performing the role of financial intermediation, the activities of banks depend to the stability of all financial mechanisms. It is for this reason; the latter constitutes one of the highest priorities of the public authorities. Indeed, these authorities are in a position where they are forced to organize the banking sector through specific regulations, including "prudential banking regulations."\par
In case of a crisis, the financial markets are no longer able to function normally and, as a result, the banks can no longer refinance and stop providing loans. Therefore, the latter will be unable to finance productive activities; consumption will decline and subsequently curb economic growth. Indeed, for a long time, the monetary authorities have sought ways to impose prudential constraints on banking activities to formulate not only the security but also the soundness of the banking system which is at the heart of the financial system. 
\section[{b) Financial stability and banking regulation}]{b) Financial stability and banking regulation}\par
Prudential regulation has continued to evolve through various provisions aimed at improving or eliminating old rules or introducing new standards. The financial system is experiencing developments posing The institutions of the financial system are stable so that there is sufficient confidence to continue to fulfill their contractual obligations without necessarily having external assistance or interruption. as many challenges for both credit institutions and regulators.\par
The various financial crises that have followed one another, as well as the recent global financial crisis, have led regulators, notably the Basel Committee, to review the Basel agreements. For example, the Basel III agreement which is intended to enhance the Basel II brought new regulations to strengthen the requirement for capital and liquidity of banks while aiming to weaken the leverage. However, financial instability, regardless of the level of policies, strongly impacts the smooth running of banking activities, including exposure to different banking risks.\par
But after more than 30 years of deregulation, the financial crisis of 2007 to 2009 completely changed the role of government and regulators. Knowing that during the 1960s, the theory of financial market is used to explain the range of government intervention. As a result, the weakness of a banking system can threaten financial stability at both the national and global levels. Then to ensure that solidity, several official bodies, the main ones being the Basel Committee on Banking Supervision, Bank of International Settlements, the International Monetary Fund and the World Bank have attempted to examine ways to strengthen financial stability world.\par
In this case, "financial regulation" is the set of public provisions intended to ensure the smooth running of the banking sector. Most of it is similar to regulations in other industries and relates to consumer protection through.\par
However, the financial system has some features such as a procyclical trend that triggers regular crises while seeking to reduce industry-specific regulations. In other words, financial instruction always tends to balance performance with risk. The majority of financial markets were governed by a certain level of regulation put in place for various reasons \hyperref[b22]{(Heffernan, 2005)} : ? It's important to protect investors: It is essential that investors know how to shoulder some of this responsibility. However, government guidelines are essential to ensure the capacities of financial companies to provide adequate financial information. ? The high concentration of financial institutions in the market: The financial system consists of several markets that have different characteristics: from the retail bank market to the global bond market. Thus, the competitive structure of each type varies considerably depending on its specificities. ? The fight against illegal activities: Actors who carry out fraudulent activities, tax evasion or money laundering. ? The externalities: These are the various measures implemented by the actors who feel undermined financial stability. In the financial markets, crises often result in negative externalities. 
\section[{c) Financial stability and Business Model}]{c) Financial stability and Business Model}\par
Business model analysis is essential for investors and supervisors.\par
Previously, supervisors focused on capital, liquidity and risk management. However, the recent financial crisis has shown the value of analyzing the "Business Model" of banks. This model generally describes how banks generate their profits and what are their channels of transmission. It thus goes beyond traditional risk and banking income indicators, allowing supervisors a better understanding of the sustainability of bank profits and stability (Calomiris and Kahn 1991, Huang and Ratnovski 2011).\par
Most recent studies that have taken into account the period of financial crisis provide mixed results regarding the impact of income diversification on risks and bank profits. Also, these studies analyze how the diversification of funding sources can affect the level of these two criteria.\par
Demirgüc-Kunt and Huizinga (2010) found a decrease in risk, associated with low levels of noninterest income and non-deposit funding. However, for most banks, an increase in interest-free income and non-deposit financing is related with strong banking instability.\par
Also, De Young and Torna (2013) showed that banks with high levels of interest-free income are more likely to go bankrupt during periods of crises.\par
According to \hyperref[b1]{Altunbas and al. (2011)}, the banks most dependent on wholesale financing were more exposed to the risk of bankruptcy during the crisis. In contrast, banks with a more diversified income structure have been more stable.\par
For \hyperref[b13]{Calomiris and Kahn (1991)}, wholesale financing can reduce bank risk through better monitoring of banks by sophisticated fund providers and better diversification of financing resources. In contrast, client deposits were revalued more slowly and, as a result, are relatively more stable, Shleifer and Vishny, (2010).\par
The results of the various theoretical studies suggest that the best-capitalized banks are more stable than other banks. Regarding economic importance, the capitalization of banks is one of the main determinants of bank stability. Indeed, a higher rate of asset growth makes banks significantly riskier; this corroborates with the results of \hyperref[b1]{Altunbas and al. (2011)} and Demirgüc-Kunt and Huizinga (2010).\par
For the ratio of net credits / total assets, is an indicator to control the composition of bank assets. \hyperref[b17]{Freixas (2005)} has argued that specialization in credit activities offers informational benefits, which can reduce the risk of bank failure.\par
Regarding the "net interest margin" variable, it provides a test of how incentives to engage in traditional banking activities could be a deterrent to the crisis \hyperref[b20]{(Ghosh, 2016)}. A lower net interest margin implies stronger incentives for traditional banks to look for alternative sources of revenue ("yield-seeking") and move to new business models. , Gambacorta and Marques-Ibanez, (2011). As a result, an increase in this margin and the loan portfolio may reduce the level of bank risk.\par
In the study by \hyperref[b20]{Ghosh (2016)}, the size coefficient has a positive and statistically significant effect on Z-score, which is consistent with research on other banking financial systems,  {\ref Beck and al. (2009 )} and suggests that large banks are more stable thanks to the low volatility of their returns. This positive relationship has an important implication for the current debate about the need to restrict the size of banks to protect the financial system from future crises, \hyperref[b0]{Adusei (2015)}. Indeed, the big banks were the source of the problems that caused significant damage to many economies around the world.\par
K?"§hler (2015) also showed that a large number of countries of characteristics likely to have an impact on the risk and return of the banks, as the overall macroeconomic environment. 
\section[{III.}]{III.} 
\section[{Methodology}]{Methodology}\par
With the succession of financial crises, it is necessary to study the relationship between financial stability and banking risks by taking into account the effect of prudential regulations in macro terms, in the context of Business Model in the conventional banks in the MENA zone between 2003 and 2014. Also, it is important to study the relationship between the size of banks and financial stability. This relation represents the object of this study.\par
The study would be based on three models to detect the relationship between Z-score and financial stability and the relationship between the level of capitalization and bank profitability and financial stability. 
\section[{a) Presentation of the model and definition of the variables}]{a) Presentation of the model and definition of the variables}\par
With the succession of crises, the question arises about the relationship between banking risks and financial stability in this region.\par
Also, we will represent the following models inspired by K?"§hler's study  {\ref (2015)} and which take the following forms:  
\section[{Table 1: Definition of variables}]{Table 1: Definition of variables}\par
We will use the Z-score to measure the banking risk and to overcome the shortcomings of the ratio method, Stiroh and Rumble, (2006), and Demirgüc-Kunt and Huizinga, (2010). The Z-score can be estimated by the probability of default represented by \hyperref[b30]{Roy (1952)} and developed by \hyperref[b21]{Goyeau and Tarazi (1992)}. This last is the probability that losses exceed equity  {\ref (Roy, 1952, Boyd and} {\ref Graham, 1988)}. This ratio could be written as: In this study, we will present "z-score" following the literature studies conducted by  {\ref Stiroh}  In this same context, and to get a better idea about the components of Z-score and their relationships with dangling dice variables, we use the following ratios:\par
(3) (4) At this level, we would like to mention that a Skewness-Kurtosis normality test had performed on the Z-score, RAROA and RACAR variables and that the latter do not follow the normal distribution, hence the integration of natural logarithms. For these three variables in the suite of econometric applications, Laeven and Levine, (2009) and \hyperref[b23]{Houston et al., (2010)}.\par
To get a better idea about the relationship between Ln (Z-score) and its two components, we will draw the following two graphs:  From this graph, we can notice that, apart from the peak of 2004, the variable Ln (RACAR) followed the same direction of evolution of Ln (Z-score). In fact, since 2005, both variables have achieved almost the same values. This result means that in recent years, the level of capitalization is stable in banks in the MENA zone. 
\section[{Source: The author}]{Source: The author} 
\section[{b) The hypotheses}]{b) The hypotheses}\par
The purpose is to determine the effect of financial stability on bank risks. Therefore, we will rely on the calculation of "z-score" as an indicator of bank failure in the framework of "Business Model."\par
The selection is focused exclusively on conventional banks in the MENA region. We have a sample of 146 banks for which we hold all the financial information necessary to conduct the empirical analysis.\par
The relationship between size and financial stability Kôhler (2015): He finds a negative rapport between "Z-Score" and the size of the bank. This situation means that big banks are less stable. This observation was based on the results of the subprime crisis, for which the big banks were the least stable. 
\section[{H1: An increase in the size of the bank is causing a risk of bank insolvency.}]{H1: An increase in the size of the bank is causing a risk of bank insolvency.}\par
The relationship between capital ratio and financial stability Zhong (2007): The level of capital is a determining factor in the bank's ability to withstand operational losses. Adequate bank capital can be used to reduce bank risk by acting as a buffer against losses, providing easier access to financial markets and limiting risk-taking. So, the second hypothesis of the research is this: H2: An increase in the capital ratio will decrease the probability of the risk of bank failure.\par
IV. 
\section[{Empirical Results}]{Empirical Results}\par
We present the significant statistics followed by the models constructed concerning the regression of the variables defined above on conventional banks of the MENA zone with the empirical results obtained and their interpretations. 
\section[{a) Descriptive analysis of variables and econometric tests}]{a) Descriptive analysis of variables and econometric tests}\par
i. Descriptive analysis This study will expose the descriptive analysis of the different variables. The table below gives the mean, the standard deviation, the maximum and the minimum of the variables studied during the study of the previously defined models (see appendix 1).\par
Indeed, we note from the table below, the disparity of the average values of the explanatory variables and their standard deviations. These two variables suggest that the sample structure is not homogeneous and that additional tests are required to select the appropriate estimator. 
\section[{ii. Econometric tests}]{ii. Econometric tests}\par
We would been based on econometric tests following: the multicollinearity, the stationarity, the heteroscedasticity, the homogeneity and, the Hausman test. 
\section[{a. Multicollinearity tests}]{a. Multicollinearity tests}\par
According to \hyperref[b9]{Bourbonnais (2009)}, to decide on a problem of collinearity between the independent variables included in a regression model, it is necessary that the correlation coefficient exceeds the order of 0.7. Examination of the correlation matrix and the VIF test (see appendix 2) highlights the absence of a multicollinearity problem. 
\section[{b. Stationarity test}]{b. Stationarity test}\par
To do this, we would be based on the tests of Dickey-Augmented Float (ADF) and Phillips-Perron (PP).  
\section[{c. Testing for heteroscedasticity}]{c. Testing for heteroscedasticity}\par
This test is to examine the variance of the standardized residuals is constant or homoscedasticity, \hyperref[b16]{Evrard and al. (2003)}. 
\section[{Table 3: Heterosedasticity test d. Specification and homogeneity tests}]{Table 3: Heterosedasticity test d. Specification and homogeneity tests}\par
It is a question of checking whether the specification is homogeneous or heterogeneous of the data generating process. 
\section[{Table 4: Homogeneity test e. Hausman test}]{Table 4: Homogeneity test e. Hausman test}\par
The Hausman test is a specification test that determines whether the coefficients of the two estimates (fixed and random) are statistically different. 
\section[{Table 5: Hausman test f. Analysis of results and interpretation}]{Table 5: Hausman test f. Analysis of results and interpretation}\par
The estimation results of the fixed effects model using the Ordinary Least Squares method are in the following table:  ? Model 1 (Ln Z-score) We note a significantly positive relationship between the NONDEPOSIT ratio and "Ln Z-score". Indeed, this result reflects a high volatility of income in banks in the MENA zone, contrary to the findings of \hyperref[b13]{Calomiris and Kahn (1991)}. This situation calls for better monitoring of banks by financiers as well as better diversification of funding sources.\par
Also, the capital ratio had positively related to the "Ln Z-score." This result means that this variable is among the most important determinants of banks' financial stability in our sample. Any increase in this ratio will improve the level of solidity of the bank. This result corroborates with the work of K?"§hler (2015).\par
For the variable Size, it had positively related with "Ln Z-score." This result means that big banks are generally more stable. They have more diversified portfolios than small banks.\par
The variable "Loans" had positively related in the regression with "Ln Z-score," which indicates that banks that are more focused on lending activities are more stable. \hyperref[b17]{Freixas (2005)} argues that specialization in a specific type of credit offers informational benefits, which can reduce the risk of bank default. 
\section[{? Model 2 (Ln RAROA)}]{? Model 2 (Ln RAROA)}\par
At the level of this study, we included the variable "NIM" because banks tend to take excessive risks to restore their returns if their interest margin is low. This variable is positively related to the dependent variable. Banks, whose net interest margin is higher, are also more stable and more profitable.\par
Also, by introducing the macroeconomic environment control variable "GDPGR" which reflects the growth rate by country, we noticed that it is positively related to "Ln RAROA." This result confirms Kohler's (2015) findings that banks in countries with higher levels of economic development are more profitable than other banks.\par
Regarding the size variable, it was positively related to the variable "Ln RAROA," which means that large banks are generally more profitable. 
\section[{? For model 3 (Ln RACAR)}]{? For model 3 (Ln RACAR)}\par
The capital ratio is positively related to "Ln RACAR." Riskier banks tend to decrease the level of this ratio. This result corroborates with the findings of K?"§hler (2015).\par
Also, we note a significantly positive relationship between the NONDEPOSIT ratio and "Ln RACAR." Indeed, this result reflects significant volatility of incomes in banks in the MENA zone, contrary to the findings of  {\ref K?"§hler (2015)}. This situation requires a better monitoring of the level of capitalization of banks by the financial managers as well as a better diversification of the sources of financing.\par
Moreover, the variable "LOANS" was positively related to the dependent variable at the level of this regression. This result means that banks with a higher ratio are better capitalized than other banks.\par
Regarding the size variable, it had positively related to the variable "Ln RACAR." Indeed, large banks rely on high capital ratios to reduce the risk of bank failure. This finding invalidates the results of K?"§hler (2015). This result was explained by the difference between the MENA and German banking systems, in which the big banks are less stable.\par
In the three previous models, we found the significance of the variable size, from which it is essential to test the evolution of the variables "Ln Zscore," "Ln RAROA," and "Ln RACAR" for small and large banks. To do this, we will use the variable "Ln (total assets)" by the work of Bourgain and al. (2012) that a bank was considered big if its total assets are superior to \$ 10 thousand. Otherwise, it is a small bank. As a result, 40 banks in the sample are considered large and, 106 banks are considered small banks.\par
The results of the estimate are presented in the following table:\par
Table  {\ref 7}: Results of the estimates of the 3 models for large and small banks *** Significant at 1\%, ** significant at 5\%, * significant at 10\%\par
Based on the above estimates, we note a significantly positive relationship between the NONDEPOSIT ratio and the "Ln Z-SCORE" and "Ln RACAR" variables for small banks. This result reflects significant volatility of income in small banks in MENA. This is explained by the difficulties encountered by these banks to access large and less risky projects, which invalidates the findings of  {\ref K?"§hler (2015)}. This situation requires a better monitoring of the level of capitalization of these banks as well as a better diversification of the sources of financing.\par
Concerning the variable NNINC, it was negatively associated with "Ln RAROA" in the small banks of the MENA zone. This result shows that the structure of banks' income is decisive in banking stability. Indeed, the negative coefficient for this variable means those smaller banks are riskier with a less diversified income structure.\par
In this context, several studies have analyzed the impact of the income structure on banking stability during a financial crisis. \hyperref[b1]{Altunbas and al. (2011)} have confirmed that banks with good income diversification are less likely to encounter difficulties during periods of crisis. As a result, small banks in the MENA zone must try to diversify their revenue structure to minimize the likelihood of bank failure risks in times of crisis.\par
For the capital ratio, it was positively related to "Ln Z-SCORE" and "Ln RACAR" for small and large banks in MENA. This result confirms the findings of K?"§hler (2015) in hisStudy on German banks. This result means that banks in the MENA region use capital ratios that are high enough to cope with the risks. Also, the LOANS variable (Net Credits / Total Assets) was positively related to "Ln Z-SCORE" and "Ln RACAR" in small banks. This result means that small banks in the MENA zone generally focus on granting credit to improve their stability. This result confirms the findings of K?"§hler (2015). \hyperref[b17]{Freixas (2005)} has ensured that the focus on credit agreement can be a source of informational advantage and, therefore, it can reduce the probability of the risk of bank failure.\par
The variable NIM (net interest margin) is positively related to "Ln RAROA" of small banks. By K?"§hler's (2015) results, they try to increase their net interest margin to improve their stability. Also, by introducing the GDPGR macroeconomic environment variable that reflects the growth rate by country, we have noticed that it is positively related to the "Ln RAROA" of the big banks. This result means that an increase in this ratio was reflected in an improvement in the profitability of the large banks in the MENA zone. Also, the "GDPPC" rate was positively related to the three dependent variables for the large banks in the MENA zone. This result confirms the findings of  {\ref K?"§hler (2015)}. This means that the major banks of the most economically developed countries are more profitable and more capitalized since real GDP per capita is an indicator of the wealth of countries. 
\section[{b) Cross-sectional regression}]{b) Cross-sectional regression}\par
To better refine the results, under a technical analysis of the cross-section was carried out as above presented the following model based on the work of K?"§hler (2015) takes shape following:  
\section[{Descriptive analysis of the variables}]{Descriptive analysis of the variables}\par
The table below gives the average, the standard deviation, the maximum and the minimum of the variables studied during the study of the previously defined model. ii.\par
iii. The positive relationship between SDROA and NNINC shows the importance of the income structure as a determinant of bank stability. This result means that an increase in the volatility of banking income will increase the level of risk. This result is in line with the findings of  {\ref Stiroh (2004 a,b)} and  {\ref DeYoung and Roland (2001)}. Indeed, the enrichment of product and an increase in the share of interest-free income will permit banks to reduce their insolvency risk \hyperref[b35]{(Stiroh, 2004b)}. This result corroborates with recent studies \hyperref[b1]{(Altunbas and al. 2011}; De Young and Torna, 2013). These authors showed that banks with a diversified income structure were significantly less likely to be distressed during the crisis.\par
Also, the positive relationship between the ratio of capital and SDROA indicates that an increase in capitalization was associated with a lower level of risk. This result confirms the findings of \hyperref[b7]{Blum (1999)}.\par
The MENA region have partially weathered the global crisis, but with rhythms different growth and a level of recovery which varies from one country to another, depending on the initial conditions and the intensity of the impacts on which the global financial crisis has affected this region.\par
However, the area still faces a climate of uncertainty, because of the "Arab Spring" which weighs on the short-term macroeconomic prospects of some countries such as Tunisia and Egypt (World Bank, 2016).\par
As a result, the results show the contagion effect of financial crises around the world and justify the overriding importance given by the monetary authorities to introduce early warnings to avoid problems of instability.\par
V. 
\section[{Conclusion}]{Conclusion}\par
From a macro-prudential point of view, financial stability depends on the situation of the banks, as a failure in financial institutions poses a significant threat to financial solidity.\par
In this context, we have tried throughout to analyze the impact of the "Business Model" on financial stability in a sample of 146 conventional banks in MENA countries between 2003-2014.\par
The previous results showed that banks with a poorly diversified income structure were significantly more likely to be distressed during a period of crisis and small banks will try to increase this margin to improve their stability.\par
For the macroeconomic environment control variables there are important of economic development of MENA countries on banking stability.\par
The cross-sectional regression over the entire sample shows that an increase in the volatility of banking income will increase the level of risk.\par
To conclude, capitalization is the most determining factor in the Z-score variable at the banks of the MENA zone.\par
This empirical analysis allows us to show that the major banks of the most economically developed countries are more stable. And for smaller banks, the significant volatility of revenues with a little diversified structure of these, make these banks less stable. \begin{figure}[htbp]
\noindent\textbf{}\includegraphics[]{image-2.png}
\caption{\label{fig_0}}\end{figure}
 \begin{figure}[htbp]
\noindent\textbf{}\includegraphics[]{image-3.png}
\caption{\label{fig_1}:}\end{figure}
    \begin{figure}[htbp]
\noindent\textbf{2} \par 
\begin{longtable}{P{0.85\textwidth}}
Year 2018\\
16\end{longtable} \par
  {\small\itshape [Note: *** Significant at 1\%, ** significant at 5\%, * significant at 10\%]} 
\caption{\label{tab_1}Table 2 :}\end{figure}
 \begin{figure}[htbp]
\noindent\textbf{6} \par 
\begin{longtable}{P{0.85\textwidth}}
of estimates\end{longtable} \par
 
\caption{\label{tab_2}Table 6 :}\end{figure}
 \begin{figure}[htbp]
\noindent\textbf{8} \par 
\begin{longtable}{P{0.5857395925597874\textwidth}P{0.006023029229406555\textwidth}P{0.06851195748449955\textwidth}P{0.037643932683790966\textwidth}P{0.07679362267493356\textwidth}P{0.07528786536758193\textwidth}}
\multicolumn{5}{l}{Banking Interaction and Financial Stability: MENA Countries}\tabcellsep \\
i.\tabcellsep \tabcellsep \tabcellsep \tabcellsep \tabcellsep 21 Year 2018\\
\multicolumn{2}{l}{variables SDROA NONDEPOSIT 0.8994124 Average 1.215933 NNINC -60.50845}\tabcellsep \multicolumn{2}{l}{standard deviation Minimum 4.125733 0.048211 0.1440236 0.0092897 17.88776 -97.96267}\tabcellsep Maximum 45.95497 1.093904 7.604923\tabcellsep Volume XVIII Issue VIII Version I\\
NIM\tabcellsep 3.375774\tabcellsep 5.005361\tabcellsep -2.18\tabcellsep 61.06\tabcellsep ( ) C\\
\multicolumn{3}{l}{Multicollinearity (Appendix 3) We performed the VIF test, which allowed us to and heteroscedasticity tests confirm the result since the average value of VIF is 1.57 <3. The Chi-Square value of the heteroscedasticity test is 132.09 with a significance level of 0.000 below the LOANS 1.537404 13.37402 CAR 21.71052 10.79891 SIZE 7.939817 1.803596 GDPPC 16672.43 17341.39 GDPGR 4.915289 1.859248}\tabcellsep 0.0083532 7.943333 2.193664 1099.824 1.679477\tabcellsep 160.8953 78.08 14.62996 71053.23 12.55121\tabcellsep Global Journal of Management and Business Research\\
\multicolumn{3}{l}{critical threshold of 5\%. In this case, use the Ordinary}\tabcellsep \tabcellsep \tabcellsep \\
\multicolumn{3}{l}{Least Squares (OLS) method with the Robust command}\tabcellsep \tabcellsep \tabcellsep \\
to correct this problem.\tabcellsep \tabcellsep \tabcellsep \tabcellsep \tabcellsep \\
\multicolumn{3}{l}{Analysis of results and interpretation of model}\tabcellsep \tabcellsep \tabcellsep \\
estimation\tabcellsep \tabcellsep \tabcellsep \tabcellsep \tabcellsep \\
\multicolumn{3}{l}{The results of the estimation of the model in the}\tabcellsep \tabcellsep \tabcellsep \\
following table:\tabcellsep \tabcellsep \tabcellsep \tabcellsep \tabcellsep \\
\tabcellsep \tabcellsep \tabcellsep \tabcellsep © 2018 Global Journals\tabcellsep \end{longtable} \par
 
\caption{\label{tab_4}Table 8 :}\end{figure}
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\noindent\textbf{9} \par 
\begin{longtable}{}
\end{longtable} \par
  {\small\itshape [Note: *** Significant at 1\%, ** significant at 5\%, * significant at 10\%]} 
\caption{\label{tab_5}Table 9 :}\end{figure}
 			\footnote{© 2018 Global Journals} 		 		\backmatter  			   {\ref -------------+-------------------------------------------------------------------------}  {\ref ----------------------------------+-------------------------------------------------------}\par
. correlate NNINC NONDeposit CARTotalregulatorycapitalrat Sizelntotalassets NIM Loans GDPpergrowth GDPpercapita(obs=141)  {\ref ------------+--------------------------------------------------------------}   {\ref ------------+---------------------------------------------------------------}			 			  				\begin{bibitemlist}{1}
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\end{document}
