Scientific Reports,
Journal Year:
2024,
Volume and Issue:
14(1)
Published: Nov. 3, 2024
The
present
paper
contributes
to
the
literature
in
two
ways.
First,
it
develops
a
novel
p,
q
Quasirung
Orthopair
Fuzzy
(p,
QOF)
based
group
decision
making
framework
modify
recently
developed
multi-criteria
(MCDM)
model
such
as
Comparisons
between
Ranked
Criteria
(COBRAC).
Second,
ruminates
on
Strength-Weakness-Opportunity-Threat
(SWOT)
of
sugarcane
supply
chain
(SSC)
India
vis-à-vis
adaptation
advanced
technologies
featuring
Industry
4.0.
To
set
sub-factors
various
dimensions
SWOT,
theoretical
ground
Technology-Organization-Environment
(TOE)
has
been
used.
SWOT
have
derived
through
an
informal
in-depth
discussion
with
experts
sugar
industry.
Then
using
Likert
five-point
linguistic
scale
rated
their
relative
importance.
determine
weights
modified
COBRAC
method
applied.
In
subsequent
stages
reliability
tested
and
sensitivity
analysis
carried
out
check
stability
result.
reveals
that
while
experience,
by-product
utilization
high
demand
provides
strength
create
opportunities
for
SSC,
areas
concern
are
lack
variety,
fragmented
nature
chains,
shortage
next-gen
talent
inadequate
infrastructure.
However,
there
enough
promises
SSC.
shall
provide
impetus
strategic
makers
industry
puts
forth
new
decision-making
analysts.
Heliyon,
Journal Year:
2024,
Volume and Issue:
10(11), P. e32107 - e32107
Published: May 31, 2024
Similarity
measures
and
distance
are
used
in
a
variety
of
domains,
such
as
data
clustering,
image
processing,
retrieval
information,
recognizing
patterns,
order
to
measure
the
degree
similarity
or
divergence
between
elements
datasets.
quasirung
orthopair
fuzzy
(
QOF)
sets
novel
improvement
set
theory
that
aims
properly
manage
uncertainties.
Unfortunately,
there
is
lack
research
on
QOF
sets.
In
this
paper,
we
investigate
different
cosine
ROFSs).
Firstly,
Euclidean
for
QOFSs
defined,
followed
by
an
exploration
their
respective
properties.
Given
does
not
satisfy
axiom,
method
presented
constructing
alternative
QOFSs.
The
structure
based
suggested
measures,
which
ensure
adherence
axiom.
Furthermore,
develop
connects
measurements.
We
then
apply
technique
decision-making,
taking
into
account
both
geometric
algebraic
perspectives.
Finally,
present
practical
example
demonstrates
proposed
justification
efficacy
method,
conclude
with
comparison
existing
approaches.
IEEE Access,
Journal Year:
2024,
Volume and Issue:
12, P. 69783 - 69795
Published: Jan. 1, 2024
ABSTRACT
In
the
last
few
decades,
there
has
been
a
significant
increase
in
importance
of
assessing
social
and
ecological
implications
within
industrial
product
supply
chains.
This
tendency
given
rise
to
notion
supplier
sustainability,
which
entails
meeting
economic,
environmental,
demands
all
suppliers.
The
selections
are
typically
based
on
experts'
opinion,
then
reflected
ratings.
When
examining
sustainability
indicators,
experts
may
not
be
fully
aware
aspects
suppliers'
social,
environmental
qualities.
Decision
Making
(DM)
approaches
such
as
Pythagorean
Fuzzy
(PF)
q-Rung
Orthopair
(q-ROF)
sets,
unable
use
different
powers
for
membership
non-membership
grades
simultaneously.
real-life
DM
problems,
require
power
levels
grades.
this
paper,
we
propose
new
extension
COPRAS
method
under
p,
q
-Quasirung
orthopair
fuzzy
(
–QOF)
allow
decision-makers
by
incorporating
parameters
xmlns:xlink="http://www.w3.org/1999/xlink">p
xmlns:xlink="http://www.w3.org/1999/xlink">q
.
proposed
approach,
it
is
assumed
that
addition
compiling
expert
scores
suppliers,
issue
analyst
evaluates
each
expert's
degree
expertise
criterion.
best
choice
determined
combining
data
using
method.
Inter-Criteria
Correlation
(CRITIC)
employed
determine
unknown
criteria
weights.
To
demonstrate
effectiveness
our
apply
Multi-Criteria
Group
Decision-Making
(MCGDM)
problem
focused
green
selection.
Finally,
conduct
comparative
study
with
existing
practicality
applicability
Artificial Intelligence Review,
Journal Year:
2024,
Volume and Issue:
57(2)
Published: Feb. 9, 2024
Abstract
This
paper
advances
the
field
of
multi-attribute
group
decision
making
(MAGDM)
by
proposing
a
novel
framework
based
on
interval-valued
q-rung
dual
hesitant
fuzzy
sets
(IVq-RDHFSs).
IVq-RDHFSs,
which
surpass
most
existing
sets,
effectively
represent
complex
information
describing
membership
and
non-membership
degrees
through
interval
value
sets.
However,
prior
MAGDM
methods
IVq-RDHFSs
have
been
limited
functions
operation
rules
aggregation
operators
(AOs).
limitation
is
addressed
construction
new
framework,
leveraging
robust
Frank
t-norm
t-conorm
(FTT)
extended
power
average
(EPA)
operator.
The
proposed
features
weighted
(IVq-RDHFFWEPA)
operator
to
obtain
comprehensive
evaluation
values.
also
introduces
techniques
for
determining
weights
decision-makers
attributes.
Practical
applications
method
are
demonstrated
assessment
desalination
technology
selection
rural
green
eco-tourism
projects.
Sensitivity
comparison
analyses
validate
superior
functionality,
accuracy,
flexibility
this
compared
many
state-of-the-art
methods.
contributions
two-fold:
it
develops
efficient
measurement
such
as
distance
weight
calculation,
integrating
FTT
EPA
under
improves
efficiency
solving
decision-making
problems.
Artificial Intelligence Review,
Journal Year:
2024,
Volume and Issue:
57(6)
Published: May 16, 2024
Abstract
In
some
multi-criteria
decision-making
(MCDM)
scenarios,
decision
makers
must
address
challenges
like
handling
uncertain
and
incomplete
information,
managing
biases
in
criteria
values,
assessing
interrelationships
among
based
on
their
partitioning
as
per
characteristics.
To
tackle
these
challenges,
a
picture
fuzzy
set
(PFS)
can
be
utilized
to
quantify
vague
Hamy
mean
(HM)
used
consider
while
the
power
average
(PA)
mitigates
any
kind
of
biasness.
Also,
overcome
limitations
persistence
invariantess
algebraic
operations,
Dempster-Shafer
theory
(DST)
is
employed.
By
integrating
conventional
HM
with
traditional
PA
under
partitioning,
this
paper
first
introduced
novel
partitioned
(
$$PPtHM^q$$
PPtHMq
)
operator.
Then,
operator
extended
for
numbers
(PFNs)
DST
two
operators
are
introduced,
which
named
$$(PFPPtHM^q_{DST})$$
xmlns:mml="http://www.w3.org/1998/Math/MathML">(PFPPtHMDSTq)
weighted
$$(PFWPPtHM^q_{DST})$$
xmlns:mml="http://www.w3.org/1998/Math/MathML">(PFWPPtHMDSTq)
desirable
properties.
Moreover,
operators,
new
method
MCDM
PFS
environment
has
been
designed.
The
illustrates
application
selecting
best
hotel
four
alternatives
$$B_1$$
xmlns:mml="http://www.w3.org/1998/Math/MathML">B1
,
$$B_2$$
xmlns:mml="http://www.w3.org/1998/Math/MathML">B2
$$B_3$$
xmlns:mml="http://www.w3.org/1998/Math/MathML">B3
$$B_4$$
xmlns:mml="http://www.w3.org/1998/Math/MathML">B4
five
criteria,
into
sets.
Results
indicate
that
worst
hotels
respectively.
Sensitivity
analysis
explores
impact
granularity
parameter
variations,
comparative
demonstrates
effectiveness
presented
operators.
Overall,
study
concludes
offer
flexibility,
generality,
consistency
analyzing
problems
environments.