Acta Universitatis Danubius. Œconomica, Vol 13, No 2 (2017)
The Analysis of Dependence of Household
Deposits and Loans from the Money Supply
Gina Ioan1, Cătălin Angelo Ioan2
Abstract: The article deals the dependence of deposits and household loans from money supply. Conclusions reached in the case of regression analysis reveals a very close dependence indicators over the previous year (90%) and the money supply.
Keywords: monetary; policy; interest
JEL Classification: EOO
1. Monetary Policy
Monetary policy along side fiscal represent the most important tools of the economic policy mix variables that can influence the economy.
The importance of monetary policy lies in the fact that it watches or should ensure direct, carefully and responsibly on the nominal economy and indirectly, accompanied, naturally, by the fiscal policy, the real economy.
Dynamics of monetary policy and interest rates affect income and employment. Lately it has seen such an expansionary fiscal policy resulted primarily from higher interest rates and thereby to diminish the desired effects in the real economy.
Variation in interest rates has an important side effect. The components of aggregate demand (consumption and investment) mainly depend on the interest rate.
Responsible for development and implementation of monetary policy is the Central Bank. In this regard and also to support the Government's economic policy, central banks use one of three quantitative monetary anchors: targeting exchange rates, money supply or inflation.
According to economic literature and factual earlier records, in the relationship between price stability and financial stability, inflation is considered the main source of financial instability (Woodford, 2011).
We can say that price stability is of great importance, both in monetary policy and in economic policy, along with full employment of labor, sustainable economic growth, external balance of payments and budget deficit reduction.
Theoretically, all these objectives can be achieved through economic policy components: monetary policy, fiscal policy, revenue policy, trade policy. Factual records showed, however, that simultaneous targeting all of these goals is a process quite difficult, most often a target stability leading to destabilization another. Therefore, targeting wise a nominal anchor and accuracy of all measures of the economic policy mix are the result of a sustainable macro that depends not only sustainable economic growth but also economic development as sustainable translated into a level decent living.
Since 2005, the National Bank of Romania formally adopt inflation targeting strategy, decision driven mainly by deflation in the previous period (decrease inflation from 45.7% in 2000 to 9% in 2005) as well as fiscal dominance it was not considered a major risk. Using the exchange rate as a nominal anchor anti-inflationary, was abandoned due to capital account liberalization.
In an economy, price dynamics can be influenced by both exogenous and endogenous factors. If on short-term, price dynamics, with direct effect on aggregate demand and supply, can not be controlled by monetary policy instruments, on long-term role, monetary instruments role on prices is fundamental.
Such an objective, as inflation targeting, is quite brave and therewith complex. To ensure price stability, the National Bank should keep under review the entire range of factors that can have an impact on price trends.
The most important channels of transmission of monetary policy according to both literature and factual records are:
channel interest rates;
credit channel;
exchange rate channel;
channel inflation expectations of economic agents.
A prerequisite to achieve the desired economic effects is that the connection between the economy and monetary policy (transmission mechanism) must exist and function effectively.
Through the interest rate channel, the effects of monetary policy decisions are transmitted from retail banking to the real economy, the disadvantage being that of an external gap (time) larger than originally existing in the interbank.
The interest rate monetary policy and inflation expectations, economic growth, interest rates influence the medium and long practiced by commercial banks which, in turn, have a huge impact, boosted by the credit channel to the real economy. At the same time, interest rates controlled by monetary policy can act on motivation traders to hold national currency (foreign) to the disadvantage of foreign (national), being an important factor influencing partially exchange rate dynamics.
Returning to the strategic objective of inflation targeting by the National Bank of Romania during the period 2000-2015, it has set targets rather courageous, especially in the first two years of the time period analyzed. Huge gap between registered and NBR target annual inflation in 2000 and 2001 can not be justified because not very stable macroeconomic context of that time visible in low efficiency of structural policies. This forced a reassessment of monetary policy stance, entailing a prudential character in order to mitigate the impact of inflation on the one hand and to temper inflation expectations on the other.
Figure 1. Difference between inflation rate and the inflation target set by the National Bank of Romania during 2000-2015
In the period preceding the economic crisis, 2002-2007, the approach to the inflation target set by NBR (particularly in 2002 and 2007) was made possible by means of a more coherent policy mix, characterized by an increased restrictiveness (a wage policy tighter below the labor productivity dynamics in the industry), a favorable evolution of Romanian exports, a lower pressure to regulated prices on the market-determined, as well as an improvement in the external position of the Romanian economy, the current account deficit decreasing in 2002 to 3.4% of GDP.
In the next period, the difference between the inflation rate and the target set was quite small, and in 2007, although it was located at a value of 0.84% can not speak of a performance in this aspect. The result is due on the one hand appreciation of the national currency (2007/2006 percentage change in real terms) and, on the other hand, a constant developments in administered prices. But disinflation path recorded in the first two quarters of 2007 (with an inflation rate of 3.7% and 3.8%) was interrupted by deficit pressures of agricultural products and the depreciation of the national currency (-3.3% variation December 2007/December 2006 in real terms). Moreover, an adverse effect on disinflation had (not only in 2007) the mismatch with the labor productivity growth of the real wage, which in 2005, 2007 and 2008 was even surpassed by the latter.
Although the causes and determinants of inflation requires a more complex approach, we allow us to draw a first conclusion regarding the subordination and monetary policy in the disinflation process. Such an objective, like that of inflation targeting can be achieved only if based on a strict correlation of macroeconomic policies, knowing that short-term price developments is subject to both exogenous and endogenous factors in the economic environment.
Performances in terms of inflation targeting in countries that have chosen this nominal anchor both developed and emerging confirms that such a moment should be chosen very carefully. Adopting a system of inflation targeting closely correlated with macroeconomic variables (the previous adjustment of existing imbalances, choosing targets numerical either as a range, or as point inflation rate existing before that time) allows monetary policy to focus on other instruments which act indirectly on aggregate demand and supply, influencing long-term price developments (Mishkin, 2000).
2. The Regression Analysis
For the beginning we will search the dependence of household deposits from M2 money supply.
Table 1. Money supply (M2) during 2007-2009
-
Data
Money supply (M2) - thousand lei 2007
Data
Money supply (M2) - thousand lei 2007
Data
Money supply (M2) - thousand lei 2007
ian. 2007
106255019.4
ian. 2008
136725080.7
ian. 2009
154348271.5
feb. 2007
109241038.5
feb. 2008
138790138.7
feb. 2009
154408098.7
mar. 2007
112348667.3
mar. 2008
140745596.7
mar. 2009
153568236.8
apr. 2007
112943784.6
apr. 2008
145614034.7
apr. 2009
154381907.7
mai. 2007
112663824.4
mai. 2008
146099452.2
mai. 2009
155095421.8
iun. 2007
116127356.6
iun. 2008
149710689.6
iun. 2009
157607855.6
iul. 2007
119933504.6
iul. 2008
149486025.7
iul. 2009
158390264.2
aug. 2007
124293019.3
aug. 2008
150468126.4
aug. 2009
160508575.1
sept. 2007
126507930.1
sept. 2008
153929453.0
sept. 2009
160285971.3
oct. 2007
128738318.8
oct. 2008
150345421.4
oct. 2009
160314452.2
nov. 2007
136108960.4
nov. 2008
152406257.1
nov. 2009
161625880.9
dec. 2007
148043598.8
dec. 2008
160991019.6
dec. 2009
165099192.1
Source – National Bank of Romania
Table 2. Money supply (M2) during 2010-2012
-
Data
Money supply (M2) - thousand lei 2007
Data
Money supply (M2) - thousand lei 2007
Data
Money supply (M2) - thousand lei 2007
ian. 2010
152530612.1
ian. 2011
153359889.1
ian. 2012
160859098.6
feb. 2010
153688395.5
feb. 2011
152415539.6
feb. 2012
161684755.7
mar. 2010
155462547.0
mar. 2011
150928984.9
mar. 2012
162259747.3
apr. 2010
155821530.1
apr. 2011
150989924.4
apr. 2012
163806130.1
mai. 2010
157356958.0
mai. 2011
152274863.9
mai. 2012
165503609.5
iun. 2010
159152696.1
iun. 2011
153423698.2
iun. 2012
163896049.2
iul. 2010
157906293.3
iul. 2011
156076103.4
iul. 2012
167392373.3
aug. 2010
159482356.4
aug. 2011
156855164.2
aug. 2012
166601052.0
sept. 2010
159410582.0
sept. 2011
160217110.0
sept. 2012
167170590.2
oct. 2010
158676959.1
oct. 2011
159059893.2
oct. 2012
166758976.5
nov. 2010
160741424.8
nov. 2011
160443131.8
nov. 2012
166967873.3
dec. 2010
165189459.1
dec. 2011
165918405.5
dec. 2012
167969733.5
Source – National Bank of Romania
Table 3. Money supply (M2) during 2013-2016
Data |
Money supply (M2) - thousand lei 2007 |
Data |
Money supply (M2) - thousand lei 2007 |
Data |
Money supply (M2) - thousand lei 2007 |
ian. 2013 |
160327378.3 |
ian. 2014 |
170784070.5 |
ian. 2015 |
186833659.8 |
feb. 2013 |
160440020.2 |
feb. 2014 |
172394329.6 |
feb. 2015 |
186376973.5 |
mar. 2013 |
164690383.8 |
mar. 2014 |
169988545.3 |
mar. 2015 |
184009189.8 |
apr. 2013 |
165009491.0 |
apr. 2014 |
170904310.8 |
apr. 2015 |
185580936.9 |
mai. 2013 |
165210150.5 |
mai. 2014 |
174319988.0 |
mai. 2015 |
185747907.5 |
iun. 2013 |
166484332.0 |
iun. 2014 |
173563792.2 |
iun. 2015 |
188024658.9 |
iul. 2013 |
165121263.1 |
iul. 2014 |
174203971.4 |
iul. 2015 |
187426357.1 |
aug. 2013 |
167997808.4 |
aug. 2014 |
175753930.0 |
aug. 2015 |
188982274.1 |
sept. 2013 |
169187862.7 |
sept. 2014 |
176254582.6 |
sept. 2015 |
190044748.1 |
oct. 2013 |
170854972.2 |
oct. 2014 |
177233715.3 |
oct. 2015 |
191073946.5 |
nov. 2013 |
171705571.5 |
nov. 2014 |
180582768.8 |
nov. 2015 |
194361616.0 |
dec. 2013 |
176498252.5 |
dec. 2014 |
189554934.2 |
dec. 2015 |
206280807.1 |
|
|
|
|
ian. 2016 |
193026133.2 |
|
|
|
|
feb. 2016 |
192818612.7 |
|
|
|
|
mar. 2016 |
190800719.2 |
Source – National Bank of Romania
Table 4. Household Deposits during 2007-2009
-
Data
Deposits - thousand lei 2007
Data
Deposits - thousand lei 2007
Data
Deposits - thousand lei 2007
ian. 2007
46963152
ian. 2008
64234813
ian. 2009
77070484
feb. 2007
48805405
feb. 2008
66383138
feb. 2009
78497944
mar. 2007
50533743
mar. 2008
67885750
mar. 2009
79130551
apr. 2007
51504701
apr. 2008
69654980
apr. 2009
80045249
mai. 2007
52042138
mai. 2008
70385793
mai. 2009
80329500
iun. 2007
53185369
iun. 2008
72199797
iun. 2009
81770817
iul. 2007
55272243
iul. 2008
72415773
iul. 2009
82428693
aug. 2007
56880455
aug. 2008
73217780
aug. 2009
82834386
sept. 2007
58546170
sept. 2008
75123311
sept. 2009
82751800
oct. 2007
59697166
oct. 2008
72831038
oct. 2009
83691440
nov. 2007
63199044
nov. 2008
73622782
nov. 2009
84554065
dec. 2007
67315557
dec. 2008
76785930
dec. 2009
85416615
Source – National Bank of Romania
Table 5. Household Deposits during 2010-2012
-
Data
Deposits - thousand lei 2007
Data
Deposits - thousand lei 2007
Data
Deposits - thousand lei 2007
ian. 2010
80628542
ian. 2011
81847132
ian. 2012
86963188
feb. 2010
81963346
feb. 2011
82381809
feb. 2012
87827840
mar. 2010
82511994
mar. 2011
81800027
mar. 2012
88471556
apr. 2010
83420562
apr. 2011
81757989
apr. 2012
89433257
mai. 2010
83732103
mai. 2011
82269386
mai. 2012
90124366
iun. 2010
84836197
iun. 2011
83250930
iun. 2012
90232026
iul. 2010
83832360
iul. 2011
84562879
iul. 2012
91626938
aug. 2010
83800570
aug. 2011
84297184
aug. 2012
90676973
sept. 2010
83385658
sept. 2011
85953365
sept. 2012
91508515
oct. 2010
83284503
oct. 2011
85806421
oct. 2012
91963940
nov. 2010
84006174
nov. 2011
86748440
nov. 2012
92504544
dec. 2010
86114608
dec. 2011
88270277
dec. 2012
92688462
Source – National Bank of Romania
Table 6. Household Deposits during 2013-2016
-
Data
Deposits - thousand lei 2007
Data
Deposits - thousand lei 2007
Data
Deposits - thousand lei 2007
ian. 2013
90209516
ian. 2014
95287552
ian. 2015
100370878
feb. 2013
90673299
feb. 2014
95453344
feb. 2015
100407806
mar. 2013
92479140
mar. 2014
94493341
mar. 2015
100445223
apr. 2013
91735167
apr. 2014
95019087
apr. 2015
100997811
mai. 2013
91697212
mai. 2014
94594873
mai. 2015
101282254
iun. 2013
92511405
iun. 2014
94756146
iun. 2015
101920604
iul. 2013
92172882
iul. 2014
95267759
iul. 2015
101801472
aug. 2013
92635927
aug. 2014
95121916
aug. 2015
101600086
sept. 2013
92942513
sept. 2014
95176264
sept. 2015
101762946
oct. 2013
93729282
oct. 2014
95940881
oct. 2015
102339772
nov. 2013
94435352
nov. 2014
96690043
nov. 2015
103462939
dec. 2013
95307641
dec. 2014
100018008
dec. 2015
105795881
ian. 2016
100890436
feb. 2016
100583627
mar. 2016
100794847
Source – National Bank of Romania
Figure 2. The link between Money supply and Deposits during 2007-2016
The regression analysis for the data from tables 1-6 gives:
SUMMARY OUTPUT |
|
|
|
|
|
|
Regression Statistics |
|
|
|
|
|
|
Multiple R |
0.971352429 |
|
|
|
|
|
R Square |
0.943525541 |
|
|
|
|
|
Adjusted R Square |
0.943007427 |
|
|
|
|
|
Standard Error |
3245925.501 |
|
|
|
|
|
Observations |
111 |
|
|
|
|
|
ANOVA |
|
|
|
|
|
|
|
df |
SS |
MS |
F |
Significance F |
|
Regression |
1 |
1.91869E+16 |
1.91869E+16 |
1821.076048 |
7.42264E-70 |
|
Residual |
109 |
1.14843E+15 |
1.0536E+13 |
|
|
|
Total |
110 |
2.03353E+16 |
|
|
|
|
|
Coefficients |
Standard Error |
t Stat |
P-value |
Lower 95.0% |
Upper 95.0% |
Intercept |
-25185390.62 |
2587655.492 |
-9.732899413 |
1.73959E-16 |
-30314039.68 |
-20056741.56 |
X Variable 1 |
0.682452313 |
0.015992202 |
42.67406763 |
7.42264E-70 |
0.650756288 |
0.714148337 |
|
|
DURBIN-WATSON STATISTIC: |
0.224963761 |
|||
|
|
ERROR AUTOCORRELATION COEFFICIENT: |
0.886706404 |
Because Durbin-Watson statistic lies in the interval [0,1.67] we have a positive autocorrelation, that is we will remove it considering a new set of data: D*= Dn-Dn-1 and MS*= MSn-MSn-1 where D=Deposits, MS=Money supply, =error autocorrelation coefficient.
New results after regression analysis are:
SUMMARY OUTPUT |
|
|
|
|
|
|
Regression Statistics |
|
|
|
|
|
|
Multiple R |
0.869626595 |
|
|
|
|
|
R Square |
0.756250415 |
|
|
|
|
|
Adjusted R Square |
0.753993474 |
|
|
|
|
|
Standard Error |
833692.9757 |
|
|
|
|
|
Observations |
110 |
|
|
|
|
|
ANOVA |
|
|
|
|
|
|
|
df |
SS |
MS |
F |
Significance F |
|
Regression |
1 |
2.32894E+14 |
2.32894E+14 |
335.0776771 |
6.89599E-35 |
|
Residual |
108 |
7.50647E+13 |
6.95044E+11 |
|
|
|
Total |
109 |
3.07958E+14 |
|
|
|
|
|
Coefficients |
Standard Error |
t Stat |
P-value |
Lower 95.0% |
Upper 95.0% |
Intercept |
3074940.969 |
388752.3161 |
7.909768872 |
2.38966E-12 |
2304366.436 |
3845515.501 |
X Variable 1 |
0.367804633 |
0.020092984 |
18.30512707 |
6.89599E-35 |
0.327976852 |
0.407632414 |
|
|
DURBIN-WATSON STATISTIC: |
1.019033204 |
|||
|
|
ERROR AUTOCORRELATION COEFFICIENT: |
0.478287453 |
Because again Durbin-Watson statistic lies in the interval [0,1.66] we have a positive autocorrelation, that is we will remove it considering a new set of data: D**= D*n-1D*n-1 and MS**= MS*n-1MS*n-1, =new error autocorrelation coefficient.
New results after regression analysis are:
SUMMARY OUTPUT |
|
|
|
|
|
|
Regression Statistics |
|
|
|
|
|
|
Multiple R |
0.900242198 |
|
|
|
|
|
R Square |
0.810436015 |
|
|
|
|
|
Adjusted R Square |
0.808664389 |
|
|
|
|
|
Standard Error |
693191.1431 |
|
|
|
|
|
Observations |
109 |
|
|
|
|
|
ANOVA |
|
|
|
|
|
|
|
df |
SS |
MS |
F |
Significance F |
|
Regression |
1 |
2.19813E+14 |
2.19813E+14 |
457.4532098 |
1.95382E-40 |
|
Residual |
107 |
5.1415E+13 |
4.80514E+11 |
|
|
|
Total |
108 |
2.71228E+14 |
|
|
|
|
|
Coefficients |
Standard Error |
t Stat |
P-value |
Lower 95.0% |
Upper 95.0% |
Intercept |
2095561.445 |
162665.4435 |
12.88264674 |
1.70711E-23 |
1773096.175 |
2418026.715 |
X Variable 1 |
0.320156073 |
0.014968849 |
21.38815583 |
1.95382E-40 |
0.290482076 |
0.34983007 |
|
|
DURBIN-WATSON STATISTIC: |
2.129963129 |
|||
|
|
ERROR AUTOCORRELATION COEFFICIENT: |
-0.088010907 |
Because now Durbin-Watson statistic lies in the interval [1.7,2.3] we have that the date are uncorrelated.
Finally we have that the regression equation is:
Dn=(+1)Dn-1-1Dn-2+ a1MSn-a1(+1)MSn-1+a11MSn-2+b1
that is:
Dn=1.3650Dn-1-0.4241Dn-2+0.3202MSn-0.4370MSn-1+0.1358MSn-2+2095561
From the value of R2 we have that the model explains over 81.04% from the phenomenon.
After this equation we can see that the level of Deposits depends much on the amount of deposits from previous year.
Figure 3. The evolution of Deposits during 2007-2016
Table 7. Household Loans during 2007-2009
-
Data
Loans - thousand lei 2007
Data
Loans - thousand lei 2007
Data
Loans - thousand lei 2007
ian. 2007
40240893
ian. 2008
68694381
ian. 2009
90392283
feb. 2007
41375402
feb. 2008
71035555
feb. 2009
90316681
mar. 2007
43251370
mar. 2008
73786250
mar. 2009
88857314
apr. 2007
44760660
apr. 2008
75725393
apr. 2009
87935360
mai. 2007
46841742
mai. 2008
77130295
mai. 2009
87692828
iun. 2007
48997569
iun. 2008
80527459
iun. 2009
87418100
iul. 2007
52544077
iul. 2008
81365520
iul. 2009
87300823
aug. 2007
57024372
aug. 2008
83900210
aug. 2009
87404411
sept. 2007
60478029
sept. 2008
88985444
sept. 2009
87302133
oct. 2007
63257880
oct. 2008
88723979
oct. 2009
88595286
nov. 2007
67816586
nov. 2008
89706112
nov. 2009
88306579
dec. 2007
71507708
dec. 2008
91910580
dec. 2009
87971975
Source – National Bank of Romania
Table 8. Household Loans during 2010-2012
-
Data
Loans - thousand lei 2007
Data
Loans - thousand lei 2007
Data
Loans - thousand lei 2007
ian. 2010
81508749
ian. 2011
78894151
ian. 2012
79068886
feb. 2010
80981588
feb. 2011
78098378
feb. 2012
78923523
mar. 2010
81393903
mar. 2011
76749099
mar. 2012
79191702
apr. 2010
82074354
apr. 2011
76657057
apr. 2012
79269685
mai. 2010
83125058
mai. 2011
78126778
mai. 2012
80152215
iun. 2010
86270938
iun. 2011
79784843
iun. 2012
79915288
iul. 2010
84461862
iul. 2011
80500966
iul. 2012
81358639
aug. 2010
85233467
aug. 2011
80282389
aug. 2012
80149729
sept. 2010
84897689
sept. 2011
81774627
sept. 2012
80565175
oct. 2010
83687650
oct. 2011
81515200
oct. 2012
80646917
nov. 2010
84193529
nov. 2011
81841381
nov. 2012
80339459
dec. 2010
84454044
dec. 2011
81620743
dec. 2012
79219742
Source – National Bank of Romania
Table 9. Household Loans during 2013-2016
-
Data
Loans - thousand lei 2007
Data
Loans - thousand lei 2007
Data
Loans - thousand lei 2007
ian. 2013
75814654
ian. 2014
74709059
ian. 2015
73983997
feb. 2013
75605056
feb. 2014
74596258
feb. 2015
73625808
mar. 2013
76149063
mar. 2014
74238654
mar. 2015
73808224
apr. 2013
74858104
apr. 2014
74256339
apr. 2015
73910043
mai. 2013
75599242
mai. 2014
73700951
mai. 2015
75317031
iun. 2013
76455532
iun. 2014
73450839
iun. 2015
75699642
iul. 2013
75903569
iul. 2014
73023291
iul. 2015
75118794
aug. 2013
75852568
aug. 2014
73182752
aug. 2015
75492558
sept. 2013
76234488
sept. 2014
73293294
sept. 2015
75525597
oct. 2013
75764111
oct. 2014
73452747
oct. 2015
75889229
nov. 2013
75890377
nov. 2014
73712041
nov. 2015
77576212
dec. 2013
75851300
dec. 2014
74001573
dec. 2015
77820817
ian. 2016
73166803
feb. 2016
72909710
mar. 2016
73388043
Source – National Bank of Romania
Figure 4. The link between Money supply and Loans during 2007-2016
The regression analysis for the data from tables 1-3, 7-9 gives:
SUMMARY OUTPUT |
|
|
|
|
|
|
Regression Statistics |
|
|
|
|
|
|
Multiple R |
0.491719827 |
|
|
|
|
|
R Square |
0.241788388 |
|
|
|
|
|
Adjusted R Square |
0.234832319 |
|
|
|
|
|
Standard Error |
8933033.339 |
|
|
|
|
|
Observations |
111 |
|
|
|
|
|
ANOVA |
|
|
|
|
|
|
|
df |
SS |
MS |
F |
Significance F |
|
Regression |
1 |
2.77376E+15 |
2.77376E+15 |
34.75933886 |
4.24204E-08 |
|
Residual |
109 |
8.6981E+15 |
7.97991E+13 |
|
|
|
Total |
110 |
1.14719E+16 |
|
|
|
|
|
Coefficients |
Standard Error |
t Stat |
P-value |
Lower 95.0% |
Upper 95.0% |
Intercept |
34933002.57 |
7121424.311 |
4.905339303 |
3.28171E-06 |
20818571.1 |
49047434.03 |
X Variable 1 |
0.259480323 |
0.044011754 |
5.895705119 |
4.24204E-08 |
0.172250457 |
0.346710188 |
|
|
DURBIN-WATSON STATISTIC: |
0.019422658 |
|||
|
|
ERROR AUTOCORRELATION COEFFICIENT: |
0.990245774 |
Because Durbin-Watson statistic lies in the interval [0,1.67] we have a positive autocorrelation, that is we will remove it considering a new set of data: L*= Ln-Ln-1 and MS*= MSn-MSn-1 where L=Loans, MS=Money supply, =error autocorrelation coefficient.
New results after regression analysis are:
SUMMARY OUTPUT |
|
|
|
|
|
|
Regression Statistics |
|
|
|
|
|
|
Multiple R |
0.896975742 |
|
|
|
|
|
R Square |
0.804565481 |
|
|
|
|
|
Adjusted R Square |
0.802755902 |
|
|
|
|
|
Standard Error |
589998.5323 |
|
|
|
|
|
Observations |
110 |
|
|
|
|
|
ANOVA |
|
|
|
|
|
|
|
df |
SS |
MS |
F |
Significance F |
|
Regression |
1 |
1.5477E+14 |
1.5477E+14 |
444.6147609 |
4.4112E-40 |
|
Residual |
108 |
3.75946E+13 |
3.48098E+11 |
|
|
|
Total |
109 |
1.92364E+14 |
|
|
|
|
|
Coefficients |
Standard Error |
t Stat |
P-value |
Lower 95.0% |
Upper 95.0% |
Intercept |
584001.8347 |
65997.14014 |
8.84889608 |
1.90621E-14 |
453184.0535 |
714819.6159 |
X Variable 1 |
0.311924485 |
0.014793043 |
21.08589009 |
4.4112E-40 |
0.282602107 |
0.341246863 |
|
|
DURBIN-WATSON STATISTIC: |
1.891134169 |
|||
|
|
ERROR AUTOCORRELATION COEFFICIENT: |
0.046283021 |
Because now Durbin-Watson statistic lies in the interval [1.7, 2.3] we have that errors are not correlated.
Finally we have that the regression equation is:
Ln=0.9902Ln-1+0.3119MSn -0.3089MSn-1+584002
From the value of R2 we have that the model explains only 80.46% from the phenomenon.
After this equation we can see that the level of Loans depends much on the amount of loans from previous year.
Figure 5. The evolution of Loans during 2007-2016
3. Conclusions
The above analysis establishes that in the case of Deposits the level of them depends much on the amount of deposits from previous year and also the level of Loans we obtained that it depends much on the amount of loans from previous year, but to a lesser extent than deposits.
4. References
Mishkin, S.F. (2000). From Monetary Targeting To Inflation Targeting: Lessons from the Industrialized Countries. Graduate School of Business, Columbia University And National Bureau of Economic Research.
Woodford, M. (2011). Inflation Targeting and Financial Stability. Columbia University.
1 Senior Lecturer, PhD, Department of Finance and Business Administration, Danubius University of Galati, Romania, Address: 3 Galati Blvd., Galati 800654, Romania, Tel.: +40372361102, Corresponding author: ginaioan@univ-danubius.ro.
2 Associate Professor, PhD, Department of Economics, Danubius University of Galati, Romania, Address: 3 Galati Blvd., Galati 800654, Romania, Tel.: +40372361102, E-mail: catalin_angelo_ioan@univ-danubius.ro.
AUDŒ, Vol. 13, no. 2, pp. 185-202
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