• Aucun résultat trouvé

التنبؤ بالتعثر المالي لبعض المؤسسات العاملة في القطاع الخاص الصناعي بولاية غرداية باستخدام التحليل التمييزي خلال الفترة) 2009-2014

N/A
N/A
Protected

Academic year: 2021

Partager "التنبؤ بالتعثر المالي لبعض المؤسسات العاملة في القطاع الخاص الصناعي بولاية غرداية باستخدام التحليل التمييزي خلال الفترة) 2009-2014"

Copied!
23
0
0

Texte intégral

(1)



   ) 2009 2014 (                    abensania@yahoo.fr benchaa.oualid@univ-ghardaia.dz

Prediction of the financial falter for somefoundationsoperating in the

private industrial in the state of Ghardaiaby

using discriminatory analysis during the period (2009-2014) Ben saniaAbderrahmane& Ben chaaOualid

University of Ghardaia; Algeria

Received:17 Jan 2017 Accepted: 03 May 2017 Published: 30 June 2017 1

  :                      2009   2014                                                                                     100%           .          jel : O40 ,E24, C10 Abstract:

This article aims at studying prediction of the financial falter for some industrial foundations in the state of Ghardaia for the period between 2009 to 2014, by using a discriminatory analysis method .In order to answer the problematic of this paper, which focuses on the ability of the financial indicators to predict the falter of the industrial foundations.

The study included three industrial foundations, two faltering of foundations and one of them was healthy, that by trying to create a standard model for predicting the falter. The study showed that there are four out of eight financial indicators used in the study that have the ability to distinguish: Assets transferred to current liabilities, revenue to total assets, revenue to net capital, special fundus to non-current assets, while the study concluded that probability of discrimination the financial position through analytical reading of ratios was weak as the qualification quality of the model was very high 100%, through which it is possible to distinguish accurately between industrial foundations.

Key words: prediction , Financial falter, industrial foundations, Discriminat Analysis, Financial

indicators.

(2)

                                                                                                                -          .     -  - - - - - - - -          -                                                              

(3)

       IMRAD                                                           1            

 

1.1  Beaver                             1    - - -                        -                                                           2.1  Altman        1977     Zeta             1969   1975     28      2          X1   /    X2   /    Z

=

0.717x1

+

0.847x2

+

3.107x3

+

0.420x4

+

0.998x5

(4)

X3  /    X4   /    X5   /      Z  2.9         1.23     3.1  Kida 1980                                                     Z           3      1 X             X2             X3                   X4         X5                       Z                  Z             4.1  Althman &Mecough      4       X1     X2   X3    X4     X5        -   Z    2,99      -   Z    1,81    Z = 1.042x1+0.42x2- 0.461x3-0.463x4+0.271x5 Z

=

0.012x1

+

0.014x2

+

0.033x3

+

0.006x4

+

0.999x5

(5)

-                   Z    1,81   2,99  5.1  Zavgren    Christine Zavgren              5    X1           X2         X3       X4        X5             X6              X7                    99 %   6    6.1  Sherrod 1987      6          7    X1         X2      X3      X4      X5      X6   .                                              8    01       Z   Z ≥ 25    25≥ Z ≥ 20       20 ≥ Z ≥ 5    5 ≥ Z ≥ -5     Z ≤ -5       2016  376    Y=0.23883- 0.108x1-1.583x2-10.78X3+3.074X4+0.486x5-4.35x6+0.11x7 Z= 17x1+ 9x2+ 35x3+20x4 +1.2 x5+0.1 x6

(6)

2       1.2   2004 9                               22       10      16         2000   2002                R3     R5     R19      R21                               %91,9   869 %   869  %     2002   2001   2000                                                             –                                                                              –                                                                                                                                                2.1   2012 1 0        (SCF)              2003   2010          

(7)

                  09   04   05    16              06     (X8)  (X5)     (X11)          (X12)          (X2)         (X6)          917 %                       Z    0.05251       5.1620      Z    3.87998       2.3012                                        3.1 

Sami ben djabeur

2011 1 1 

Statut de la faillite en théorie financière: approches

théoriques et validations empiriques dans le contexte français

                                                                      PLS         PME          800        400     400      33                  5925 %     94975 %     6050 %     9650 %        Z= 1.455X2-0.411X5+0.013X6+5.637X8-0.316X12-20279

(8)

6050 %     98 %            -        -          -         (PLS)                                                                1 .           - P.O Oasis Plâtre  (Spa)  180000000.00            - P.S les Pates du sersou

 (Sarl)   200000000.00          - A.P Abras Pap industries

 (Sarl)   500000.00       2                        2009   2014   

(9)

                    02             X1     X2         C1       C2       ROA   ROE       F1           F2         Analyses Discriminate       1 2    -   - - -  -  -    1 3    1 4    -       -  -       3         1.3    P.O   Oasis Plâtre       

(10)

1.1.3          P.O    01   P.O    Excel        (X1)          2,8     3,8   2013       (X2)    0,005               2.1.3          P.O 02   P.O        Excel        (C1)     0,21    0,21    0,25                             (C2)      0,6    0,7             X1 X2 C1 C2

(11)

3.1.3



      P.O2.1.3  03   P.O      Excel        (ROA)    0,005          0,01              (ROE)          0,01                  002                          4.1.3         P.O 04   P.O    Excel        (F1)    0,8       0,96      1          (F2)    0,4            2.3   P.S         

les Pates du sersou

       1.2.3     P.S     05   P.S

(12)

     Excel        (X1)    2,20                  (X2)       0,006           2013   2014                                    (P.O)  P.S)(    2.2.3     P.S 06   P.S    Excel        (C1)    0,4          0,8                        (C2)               2,9          13,2                              25,0 -               3.2.3    P.S     

(13)

 07   P.S      Excel        (ROA)   (-0,08)         0,05              (-0,1)    2014         2012       (ROE)    2009    0,30       0,1            0,14                 4.2.3      P.S 08   P.S      Excel               (F1)    (F2)       (-0,4)    (-0,2)                                3.3   A.P                    

Abras Pap industries

        1.3.3     A.P

Références

Documents relatifs

Figure 5 shows the standard deviation of the MD in irradiation estimation in percent of the irradiance on a horizontal plane during the annual course for all calculated points in

Consider an infinite sequence of equal mass m indexed by n in Z (each mass representing an atom)... Conclude that E(t) ≤ Ce −γt E(0) for any solution y(x, t) of the damped

The short term implementation mechanism will use an ISO 8473 normal data PDU as the echo-request and echo-reply PDU.. A special NSAP selector value will be used to identify

Countries in the African Region have made more progress over the past 10 years but are still not on track to achieve the health and health-related MDGs despite the

Specific actions and interventions, manifested in the form of farming skills workshops, farming practice initiatives, mentoring programs, scholarships schemes, improved

- يلكلا ىوتسملا نأ لإ ةيميظنتلا ةلادعلا داعبأب نيلماعلا ساسحلإ قباسلا بيترتلا سكعي ام اذه ةيميظنتلا ةلادعلل ثلاثلا داعبلأا نيب لعافتلل جيزم وه ةساردلا ةنيع

The debate over corruption’s presence and significance in economic affairs, both locally and internationally, continue to be center-stage. As this debate continues, understanding the