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Asian Journal of Applied Science and Technology (AJAST)
Volume 1, Issue 8, Pages 46-51, September 2017
Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net
Page | 46
SUSTAINABILITY MEASUREMENT OF SYSTEM’S ORGANIZATION
UNDER GREY-KNOWLEDGE BASED EWZ MODEL USING GREY-FMF
APPROACH
Siddharth Dwivedi1
, Neha Verma2
M-Tech Scholar, Production Engg (Specialization)1
, Faculty2
,
Department of Mechanical Engg, Shri Shankaracharya Institute of Professional Management and
Technology Mujgahan, Raipur. Email: siddharthdwivedi1992@gmail.com1
, nv5678@gmail.com2
Communicating author: siddharthdwivedi1992@gmail.com1
Abstract-The utilization of grey sets theory in
multi metrics modeling to benchmark
sustainability of system’s organizations under
integrated approach helps for decision making.
EWZ (Environmental, Minimization of the Waste
and Zero Defect) measurement of each production
unit simultaneously is considered complex
problem. In the presented research work, the
authors have proposed a DSS, consist of
implementation Grey-FMF FMF (Full
Multification Form) upon EWZ ‘Environmental,
Minimization of the Waste and Zero Defect’
system sustainability model to evaluate the
performance‘s score of system’s organization
under partial information of team of professionals
(Ps) against vague practices.
Keywords: EWZ system sustainability model, Grey set, Benchmarking, Lean Manufacturing,
Sustainability, FMF (Full Multification Form).
I. EWZ SYSTEM SUSTAINABILITY
Sustainability is an important goal, it transfer the
memorandum for promoting economic production
via decreasing waste and improving quality of
goods in concerning with environmental chains.
Sustainability mainly focuses to protection
environment by minimizing waste and improving
quality of goods which is obtained by zero defect
planning.
The problems of measuring the sustainability of
system’s organizations consist of a number of
alternatives experiments /options, explicitly
known at the starting of the solution process. Each
alternative is represented by its performance in
multiple-criterions. The problem may be defined
as finding the best sustainability of system’s
organizations, by the professionals (Ps), or finding
a set of suitable alternatives.
One may also be interested in ‘sorting’ or
‘classifying’ alternatives. Sorting refers to placing
the alternatives in a set of preference-ordered
classes (such as assigning credit-ratings to
countries), and classifying refers to assigning
alternatives to non-ordered sets (such as
diagnosing patients based on their symptoms
Stanujkic et al., (2012); Samantra, et al.,(2013);
Sahu et al., (2012); Vinodh et al., (2011); Liu et
al., (2015); Naim and Gosling 2011); Matawale et
al., (2012).
.
II. OBJECTIVE
The EWZ system sustainability appraisement
model built by recognizing and considering 3
pertinent measures and 9 measures’ interrelated
practices. EWZ based sustainability measurement
model is valid towards assessing the sustainability
of system’s organization. Fig. 1 has shown the
EWZ based sustainability measurement model.
Asian Journal of Applied Science and Technology (AJAST)
Volume 1, Issue 8, Pages 46-51, September 2017
Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net
Page | 47
Fig. 1 The EWZ based sustainability model.
III. GREY SET THEORY
In the present research work, the authors have
prolifically implemented grey theory (discrete
information system), deals with (partial
information) utterly known cum unknown
information, where utterly known information is
being enveloped passing through white number,
while unknown information is enveloped passing
through black number. In grey theory, discrete
information aligns the amputation of both
information that cope the range of the grey system
itself. Grey theory has now been applied to
various areas such as forecasting, system control,
and decision-making and computer graphics. grey
set and grey number in grey theory Deng, the
concept of a grey system is shown in fig. 2.
IV. NOVELTY OF RESEARCH WORK
The authors has proposed a crisp AHP
(Analytic Hierarchy Process) weight evaluation
technique with the novel idea of global weight
evaluation coupled with Grey-FMF (Full
Multification Form) to tackle the partial
information of Professionals against practices.
V. SYSTEM SUSTAINABILITY MEASUREMENT APPROACH
The Grey-Multi-objective optimization by ratio
analysis:
For the normalization of responses of alternatives
expressed in the form of interval numbers,
suggested the use of the following formula
(Stanujkic et al., (2012); Samantra, et al.,(2013);
Sahu et al., (2012); Vinodh et al., (2011); Liu et
al., (2015); Naim and Gosling 2011); Matawale et
al., (2012):




m
j
ijij
ij
ij
xx
x
x
1
22
*
)(
……………………….(1)
The Grey-FMF (Full Multification Form):
Determining overall ranking index based on
Multi-objective optimization on the Full
Multification Form decision making evaluation
technique (Stanujkic et al., (2012); Samantra, et
al.,(2013); Sahu et al., (2012); Vinodh et al.,
(2011); Liu et al., (2015); Naim and Gosling
2011); Matawale et al., (2012).







G
G
i
iji
i
iji
j
xs
xs
y
*
*
……………………………..…(2)
i. When objectives have the same
significance )0(  :





























,/
,/)1(
**
**
iji
i
iji
i
iji
i
iji
i
j
xsxs
xsxsy
GG
GG


…………..…………………………………..…(3)
ii. When the decision maker has no
preferences )5.0( 
EWZ Sustainability
Waste Minimization
Zero Defects
Environmental
Asian Journal of Applied Science and Technology (AJAST)
Volume 1, Issue 8, Pages 46-51, September 2017
Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net
Page | 48





















  


,/
2
1
,/
2
1 ****
iji
i
iji
i
iji
i
iji
i
j xsxsxsxsy
GGGG
………….…………………………………....(4)
iii. When the decision maker has no
preference and objectives have the same
significance )1(  :





















  


,/)1(,/ ****
iji
i
iji
i
iji
i
iji
i
j xsxsxsxsy
GGGG

………...…………………………………….…(5)
During problem solution, i.e. ranking of
alternatives, the attitude of the professionals can
lie between pessimistic and optimistic, and the
whitening coefficient  , allows expression of
professionals degree of optimism or pessimism.
In the cases of particularly expressed optimism,
the whitening coefficient  , in accordance with
the formula (2), takes higher values )1(  and
ranking order of alternatives is mainly based on
the upper bounds of intervals with which overall
response of each alternative is expressed,

  jj yy )1( . On the other hand, in the cases of
particularly expressed pessimistic, the whitening
coefficient  takes lower values )0(  and
ranking order of alternatives is mainly based on
lower bounds of the intervals, 
  jj yy )0( . On the
other hand, in the cases of particularly expressed
moderate, the whitening coefficient  takes half
of lower and upper values )5.0(  is taken and
ranking order of alternatives is mainly based on
lower bounds of the intervals, 
  jj yy )5.0( .
VI EMPIRICAL CASE RESEARCH
Step 1:Constructed a Grey-knowledge based EWZ
sustainability appraisement hierarchical structural
evaluation model for assessing the sustainability of
system’s organization, shown in Table 1.
Step 2:Evaluation of suitable linguistic grey scale
in terms of appropriateness ratings, shown in Table
2.
Step 3:Evaluation of performance ratings. Weights
is given by Ps in crisp values are given here i.e.
[0.019,0.023,0.039,0.051,0.072,0.105,0.153,0.223,0
.314] against metrics. From the 2nd
level metrics,
the global weight of 1st
level is computed. The
computed global weights for first level are i.e.
0.081,0.228 and 0.691, shown in fig 3.
Step4: Transform the linguistic variables into grey
set and then assigned by Ps in linguistic terms,
shown in Table 3-5. Then converted into single
responses against first level measures.
Step 5:Applied equation 1 to normalize rating data
and multiplied by measure’s global weights.
Step6: Estimation of overall performance of
material supplier firm by using equation 2,3,4,5
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
1 2 3
0.081
0.228
0.691
global weights
global weights
Fig: 3 Global weights
Asian Journal of Applied Science and Technology (AJAST)
Volume 1, Issue 8, Pages 46-51, September 2017
Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net
Page | 49
with respect to 1,5.0,0 . The result shown in Table.6
Table: 5.1. Grey-knowledge based EWZ sustainability appraisement hierarchical structural evaluation model
Goal, (C) Measures, (Ci) Metrics, (Cij) Attitudes
Sustainability
Measurement
Environmental, (C1)
Renewable Energy, (C1,1) (+)
Recycling of Waste Material,
Hazard Material, (C1,2)
(+)
Recycling of Water, (C1,3) (+)
Waste Minimization, (C2)
Over Processing, (C2,1) (-)
Unwanted Production, (C2,2) (-)
Unnecessary Movement, (C2,3) (-)
Zero Defect, (C3)
Defective Product, (C3,1) (-)
Rejection, (C3,2) (-)
Rework, (C3,3) (-)
Table 2: The scale of attribute ratings G
Scale r
Very Poor (VP) [0, 1]
Poor (P) [1, 3]
Medium Poor (MP) [3, 4]
Fair (F) [4, 5]
Medium Good (MG) [5, 6]
Good (G) [6, 9]
Very Good (VG) [9, 10]
Table.3 Appropriateness grey rating against indices for A1
Metrics, (Cij) P1 P2 P3 P4 P5
Renewable Energy, (C1,1) VG G G G VG
Recycling of Waste Material, Hazard Material, (C1,2) VG VG VG VG MP
Recycling of Water, (C1,3) MG F F MP MP
Over Processing, (C2,1) G F F MP VG
Unwanted Production, (C2,2) VG F F MP F
Unnecessary Movement, (C2,3) MG F P MP F
Defective Product, (C3,1) MG MP VG VG F
Rejection, (C3,2) MG MP F MG G
Rework, (C3,3) F MP F MG G
Table.4 Appropriateness grey rating against indices for A2
Metrics, (Cij) P1 P2 P3 P4 P5
Renewable Energy, (C1,1) F G MG MG G
Recycling of Waste Material, Hazard Material, (C1,2) G MG MG G G
Recycling of Water, (C1,3) MG MP MG G G
Over Processing, (C2,1) MG MP F G G
Unwanted Production, (C2,2) MG F F G MG
Unnecessary Movement, (C2,3) VG F VG MG MG
Defective Product, (C3,1) F VG F MG MG
Rejection, (C3,2) MG MP F G F
Rework, (C3,3) MG MP VG G MG
Asian Journal of Applied Science and Technology (AJAST)
Volume 1, Issue 8, Pages 46-51, September 2017
Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net
Page | 50
Table.5 Appropriateness grey rating against indices for A3
Metrics, (Cij) P1 P2 P3 P4 P5
Renewable Energy, (C1,1) MG MP F G MG
Recycling of Waste Material, Hazard Material, (C1,2) VG MP F G MG
Recycling of Water, (C1,3) F VG F G MG
Over Processing, (C2,1) F F G VG MG
Unwanted Production, (C2,2) MG F P VG VG
Unnecessary Movement, (C2,3) F F VP MG G
Defective Product, (C3,1) F VG VP MG G
Rejection, (C3,2) G F G MG G
Rework, (C3,3) MG VG G MG VG
Table.6 Ranking results obtained using Full Multification Form technique for 1,5.0,0
 0 5.0 1
Alternatives *
jy Ranking *
jy Ranking *
jy Ranking
A1 1.746 1.000 1.560 1.000 1.373 1.000
A2 1.254 2.000 1.170 2.000 1.087 2.000
A3 1.201 3.000 1.066 3.000 0.930 3.000
VII. RESULTS
A Grey-knowledge based EWZ sustainability
appraisement hierarchical structural evaluation
model with AHP combined with Grey- Grey-FMF
(Full Multification Form) decision making
evaluation techniques is called Decision Support
System (DSS) is proposed. The sustainability of
1st
candidate system’s organization is found the
best than rests. It must be elected. Ranking results
obtained using Grey-FMF (Full Multification
Form) technique for 1,5.0,0 is shown in
Fig.4.
VIII. CONCLUSION
In the presented work, the Grey-knowledge
based EWZ sustainability appraisement
hierarchical structural evaluation model
(constituted by mixing the segregated
environmental, minimization of the waste and
zero defect ‘three pillar’ and their
corresponding interrelated practices. AHP
combined with Grey-FMF (Full Multification
Form) evaluation techniques is applied on
model to tackle the incomplete information of
Asian Journal of Applied Science and Technology (AJAST)
Volume 1, Issue 8, Pages 46-51, September 2017
Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net
Page | 51
decision makers against vague practices. The
sustainability of 1st
candidate system’s
organization is found the best.
REFERENCES
Stanujkic, D., Magdalinovic, N., Jovanovic,
R. and Stojanovic, S. (2012). An objective
Multi-Measures approach to optimization
using MOORA method and interval grey
numbers’, Technological and Economic
Development of Economy, 18, 2, 331-363.
Samantra, C., Sahu, N. K., Datta, S. &
Mahapatra, S. S. (2013). Decision-Making
in Selecting Reverse Logistics Alternative
using Interval-Valued Grey Sets Combined
with VIKOR Approach. International
Journal of Services and Operations
Management, 14, 2, 175-196.
Sahu N. K., Datta S, Mahapatra S. S. (2012).
Establishing green supplier appraisement
platform using grey concepts", Grey
Systems: Theory and Application, Vol. 2,
No 3, pp.395 – 418.
Vinodh, S., Hari, P.N.E. and azhil, S.K.
(2011). Evaluation of leanness using fuzzy
association rules mining, International
Journal of Advanced Manufacturing
Technology, Vol. 57, No. 1-4, pp. 343-352.
Liu, J., Liu, X., Liu, Y., & Liu, S. (2015c).
A new decision process algorithm for
MCDM problems with interval grey
numbers via decision target adjustment, The
Journal of Grey System, 27, 2, 104-120.
Naim, M.M. and Gosling, J (2011). On
leanness, agility and le-agile supply chains,
International Journal of Production
Economics, Vol. 131, No. 1, pp.
Matawale, C.R., Datta, S. and Mahapatra,
S.S. (2012). Leanness Estimation in Fuzzy
Context, Proceeedings of the 3rd National
Conference on Recent Advances in
Manufacturing (RAM-2012), June 27-29,
2012, organized by Department of
Mechanical Engineering, Sardar
Vallabhbhai National Institute Of
Technology.

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Sustainability measurement of system's organization under grey-knowledge based EWZ model

  • 1. Asian Journal of Applied Science and Technology (AJAST) Volume 1, Issue 8, Pages 46-51, September 2017 Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net Page | 46 SUSTAINABILITY MEASUREMENT OF SYSTEM’S ORGANIZATION UNDER GREY-KNOWLEDGE BASED EWZ MODEL USING GREY-FMF APPROACH Siddharth Dwivedi1 , Neha Verma2 M-Tech Scholar, Production Engg (Specialization)1 , Faculty2 , Department of Mechanical Engg, Shri Shankaracharya Institute of Professional Management and Technology Mujgahan, Raipur. Email: siddharthdwivedi1992@gmail.com1 , nv5678@gmail.com2 Communicating author: siddharthdwivedi1992@gmail.com1 Abstract-The utilization of grey sets theory in multi metrics modeling to benchmark sustainability of system’s organizations under integrated approach helps for decision making. EWZ (Environmental, Minimization of the Waste and Zero Defect) measurement of each production unit simultaneously is considered complex problem. In the presented research work, the authors have proposed a DSS, consist of implementation Grey-FMF FMF (Full Multification Form) upon EWZ ‘Environmental, Minimization of the Waste and Zero Defect’ system sustainability model to evaluate the performance‘s score of system’s organization under partial information of team of professionals (Ps) against vague practices. Keywords: EWZ system sustainability model, Grey set, Benchmarking, Lean Manufacturing, Sustainability, FMF (Full Multification Form). I. EWZ SYSTEM SUSTAINABILITY Sustainability is an important goal, it transfer the memorandum for promoting economic production via decreasing waste and improving quality of goods in concerning with environmental chains. Sustainability mainly focuses to protection environment by minimizing waste and improving quality of goods which is obtained by zero defect planning. The problems of measuring the sustainability of system’s organizations consist of a number of alternatives experiments /options, explicitly known at the starting of the solution process. Each alternative is represented by its performance in multiple-criterions. The problem may be defined as finding the best sustainability of system’s organizations, by the professionals (Ps), or finding a set of suitable alternatives. One may also be interested in ‘sorting’ or ‘classifying’ alternatives. Sorting refers to placing the alternatives in a set of preference-ordered classes (such as assigning credit-ratings to countries), and classifying refers to assigning alternatives to non-ordered sets (such as diagnosing patients based on their symptoms Stanujkic et al., (2012); Samantra, et al.,(2013); Sahu et al., (2012); Vinodh et al., (2011); Liu et al., (2015); Naim and Gosling 2011); Matawale et al., (2012). . II. OBJECTIVE The EWZ system sustainability appraisement model built by recognizing and considering 3 pertinent measures and 9 measures’ interrelated practices. EWZ based sustainability measurement model is valid towards assessing the sustainability of system’s organization. Fig. 1 has shown the EWZ based sustainability measurement model.
  • 2. Asian Journal of Applied Science and Technology (AJAST) Volume 1, Issue 8, Pages 46-51, September 2017 Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net Page | 47 Fig. 1 The EWZ based sustainability model. III. GREY SET THEORY In the present research work, the authors have prolifically implemented grey theory (discrete information system), deals with (partial information) utterly known cum unknown information, where utterly known information is being enveloped passing through white number, while unknown information is enveloped passing through black number. In grey theory, discrete information aligns the amputation of both information that cope the range of the grey system itself. Grey theory has now been applied to various areas such as forecasting, system control, and decision-making and computer graphics. grey set and grey number in grey theory Deng, the concept of a grey system is shown in fig. 2. IV. NOVELTY OF RESEARCH WORK The authors has proposed a crisp AHP (Analytic Hierarchy Process) weight evaluation technique with the novel idea of global weight evaluation coupled with Grey-FMF (Full Multification Form) to tackle the partial information of Professionals against practices. V. SYSTEM SUSTAINABILITY MEASUREMENT APPROACH The Grey-Multi-objective optimization by ratio analysis: For the normalization of responses of alternatives expressed in the form of interval numbers, suggested the use of the following formula (Stanujkic et al., (2012); Samantra, et al.,(2013); Sahu et al., (2012); Vinodh et al., (2011); Liu et al., (2015); Naim and Gosling 2011); Matawale et al., (2012):     m j ijij ij ij xx x x 1 22 * )( ……………………….(1) The Grey-FMF (Full Multification Form): Determining overall ranking index based on Multi-objective optimization on the Full Multification Form decision making evaluation technique (Stanujkic et al., (2012); Samantra, et al.,(2013); Sahu et al., (2012); Vinodh et al., (2011); Liu et al., (2015); Naim and Gosling 2011); Matawale et al., (2012).        G G i iji i iji j xs xs y * * ……………………………..…(2) i. When objectives have the same significance )0(  :                              ,/ ,/)1( ** ** iji i iji i iji i iji i j xsxs xsxsy GG GG   …………..…………………………………..…(3) ii. When the decision maker has no preferences )5.0(  EWZ Sustainability Waste Minimization Zero Defects Environmental
  • 3. Asian Journal of Applied Science and Technology (AJAST) Volume 1, Issue 8, Pages 46-51, September 2017 Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net Page | 48                           ,/ 2 1 ,/ 2 1 **** iji i iji i iji i iji i j xsxsxsxsy GGGG ………….…………………………………....(4) iii. When the decision maker has no preference and objectives have the same significance )1(  :                           ,/)1(,/ **** iji i iji i iji i iji i j xsxsxsxsy GGGG  ………...…………………………………….…(5) During problem solution, i.e. ranking of alternatives, the attitude of the professionals can lie between pessimistic and optimistic, and the whitening coefficient  , allows expression of professionals degree of optimism or pessimism. In the cases of particularly expressed optimism, the whitening coefficient  , in accordance with the formula (2), takes higher values )1(  and ranking order of alternatives is mainly based on the upper bounds of intervals with which overall response of each alternative is expressed,    jj yy )1( . On the other hand, in the cases of particularly expressed pessimistic, the whitening coefficient  takes lower values )0(  and ranking order of alternatives is mainly based on lower bounds of the intervals,    jj yy )0( . On the other hand, in the cases of particularly expressed moderate, the whitening coefficient  takes half of lower and upper values )5.0(  is taken and ranking order of alternatives is mainly based on lower bounds of the intervals,    jj yy )5.0( . VI EMPIRICAL CASE RESEARCH Step 1:Constructed a Grey-knowledge based EWZ sustainability appraisement hierarchical structural evaluation model for assessing the sustainability of system’s organization, shown in Table 1. Step 2:Evaluation of suitable linguistic grey scale in terms of appropriateness ratings, shown in Table 2. Step 3:Evaluation of performance ratings. Weights is given by Ps in crisp values are given here i.e. [0.019,0.023,0.039,0.051,0.072,0.105,0.153,0.223,0 .314] against metrics. From the 2nd level metrics, the global weight of 1st level is computed. The computed global weights for first level are i.e. 0.081,0.228 and 0.691, shown in fig 3. Step4: Transform the linguistic variables into grey set and then assigned by Ps in linguistic terms, shown in Table 3-5. Then converted into single responses against first level measures. Step 5:Applied equation 1 to normalize rating data and multiplied by measure’s global weights. Step6: Estimation of overall performance of material supplier firm by using equation 2,3,4,5 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 1 2 3 0.081 0.228 0.691 global weights global weights Fig: 3 Global weights
  • 4. Asian Journal of Applied Science and Technology (AJAST) Volume 1, Issue 8, Pages 46-51, September 2017 Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net Page | 49 with respect to 1,5.0,0 . The result shown in Table.6 Table: 5.1. Grey-knowledge based EWZ sustainability appraisement hierarchical structural evaluation model Goal, (C) Measures, (Ci) Metrics, (Cij) Attitudes Sustainability Measurement Environmental, (C1) Renewable Energy, (C1,1) (+) Recycling of Waste Material, Hazard Material, (C1,2) (+) Recycling of Water, (C1,3) (+) Waste Minimization, (C2) Over Processing, (C2,1) (-) Unwanted Production, (C2,2) (-) Unnecessary Movement, (C2,3) (-) Zero Defect, (C3) Defective Product, (C3,1) (-) Rejection, (C3,2) (-) Rework, (C3,3) (-) Table 2: The scale of attribute ratings G Scale r Very Poor (VP) [0, 1] Poor (P) [1, 3] Medium Poor (MP) [3, 4] Fair (F) [4, 5] Medium Good (MG) [5, 6] Good (G) [6, 9] Very Good (VG) [9, 10] Table.3 Appropriateness grey rating against indices for A1 Metrics, (Cij) P1 P2 P3 P4 P5 Renewable Energy, (C1,1) VG G G G VG Recycling of Waste Material, Hazard Material, (C1,2) VG VG VG VG MP Recycling of Water, (C1,3) MG F F MP MP Over Processing, (C2,1) G F F MP VG Unwanted Production, (C2,2) VG F F MP F Unnecessary Movement, (C2,3) MG F P MP F Defective Product, (C3,1) MG MP VG VG F Rejection, (C3,2) MG MP F MG G Rework, (C3,3) F MP F MG G Table.4 Appropriateness grey rating against indices for A2 Metrics, (Cij) P1 P2 P3 P4 P5 Renewable Energy, (C1,1) F G MG MG G Recycling of Waste Material, Hazard Material, (C1,2) G MG MG G G Recycling of Water, (C1,3) MG MP MG G G Over Processing, (C2,1) MG MP F G G Unwanted Production, (C2,2) MG F F G MG Unnecessary Movement, (C2,3) VG F VG MG MG Defective Product, (C3,1) F VG F MG MG Rejection, (C3,2) MG MP F G F Rework, (C3,3) MG MP VG G MG
  • 5. Asian Journal of Applied Science and Technology (AJAST) Volume 1, Issue 8, Pages 46-51, September 2017 Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net Page | 50 Table.5 Appropriateness grey rating against indices for A3 Metrics, (Cij) P1 P2 P3 P4 P5 Renewable Energy, (C1,1) MG MP F G MG Recycling of Waste Material, Hazard Material, (C1,2) VG MP F G MG Recycling of Water, (C1,3) F VG F G MG Over Processing, (C2,1) F F G VG MG Unwanted Production, (C2,2) MG F P VG VG Unnecessary Movement, (C2,3) F F VP MG G Defective Product, (C3,1) F VG VP MG G Rejection, (C3,2) G F G MG G Rework, (C3,3) MG VG G MG VG Table.6 Ranking results obtained using Full Multification Form technique for 1,5.0,0  0 5.0 1 Alternatives * jy Ranking * jy Ranking * jy Ranking A1 1.746 1.000 1.560 1.000 1.373 1.000 A2 1.254 2.000 1.170 2.000 1.087 2.000 A3 1.201 3.000 1.066 3.000 0.930 3.000 VII. RESULTS A Grey-knowledge based EWZ sustainability appraisement hierarchical structural evaluation model with AHP combined with Grey- Grey-FMF (Full Multification Form) decision making evaluation techniques is called Decision Support System (DSS) is proposed. The sustainability of 1st candidate system’s organization is found the best than rests. It must be elected. Ranking results obtained using Grey-FMF (Full Multification Form) technique for 1,5.0,0 is shown in Fig.4. VIII. CONCLUSION In the presented work, the Grey-knowledge based EWZ sustainability appraisement hierarchical structural evaluation model (constituted by mixing the segregated environmental, minimization of the waste and zero defect ‘three pillar’ and their corresponding interrelated practices. AHP combined with Grey-FMF (Full Multification Form) evaluation techniques is applied on model to tackle the incomplete information of
  • 6. Asian Journal of Applied Science and Technology (AJAST) Volume 1, Issue 8, Pages 46-51, September 2017 Online ISSN: 2456-883X Publication Impact Factor: 0.825 Website: www.ajast.net Page | 51 decision makers against vague practices. The sustainability of 1st candidate system’s organization is found the best. REFERENCES Stanujkic, D., Magdalinovic, N., Jovanovic, R. and Stojanovic, S. (2012). An objective Multi-Measures approach to optimization using MOORA method and interval grey numbers’, Technological and Economic Development of Economy, 18, 2, 331-363. Samantra, C., Sahu, N. K., Datta, S. & Mahapatra, S. S. (2013). Decision-Making in Selecting Reverse Logistics Alternative using Interval-Valued Grey Sets Combined with VIKOR Approach. International Journal of Services and Operations Management, 14, 2, 175-196. Sahu N. K., Datta S, Mahapatra S. S. (2012). Establishing green supplier appraisement platform using grey concepts", Grey Systems: Theory and Application, Vol. 2, No 3, pp.395 – 418. Vinodh, S., Hari, P.N.E. and azhil, S.K. (2011). Evaluation of leanness using fuzzy association rules mining, International Journal of Advanced Manufacturing Technology, Vol. 57, No. 1-4, pp. 343-352. Liu, J., Liu, X., Liu, Y., & Liu, S. (2015c). A new decision process algorithm for MCDM problems with interval grey numbers via decision target adjustment, The Journal of Grey System, 27, 2, 104-120. Naim, M.M. and Gosling, J (2011). On leanness, agility and le-agile supply chains, International Journal of Production Economics, Vol. 131, No. 1, pp. Matawale, C.R., Datta, S. and Mahapatra, S.S. (2012). Leanness Estimation in Fuzzy Context, Proceeedings of the 3rd National Conference on Recent Advances in Manufacturing (RAM-2012), June 27-29, 2012, organized by Department of Mechanical Engineering, Sardar Vallabhbhai National Institute Of Technology.