Application of Complex Neutrosophic Graphs in Hospital Infrastructure Design
Mathematics,
Journal Year:
2024,
Volume and Issue:
12(5), P. 719 - 719
Published: Feb. 28, 2024
Complex
neutrosophic
graphs
are
created
by
combining
complex
sets
with
graph
theory
ideas.
This
provides
a
flexible
framework
for
tackling
problem-solving
circumstances.
Various
processes,
such
as
union,
join,
and
composition,
thoroughly
investigated
to
improve
the
administration
of
complicated
graphs.
research
also
looks
into
area
homeomorphisms,
investigating
transformations
mappings
that
occur
inside
these
structures.
investigation
advances
our
knowledge
intrinsic
features
linkages
found
in
Finally,
methodology’s
practical
usefulness
is
demonstrated
its
use
design
hospital
infrastructure.
We
illustrate
effectiveness
addressing
difficult
concerns
optimizing
infrastructure
solutions
deployment
this
real-world
scenario.
Language: Английский
A Bi-Starlike Class in a Leaf-like Domain Defined through Subordination via q̧-Calculus
Mathematics,
Journal Year:
2024,
Volume and Issue:
12(11), P. 1735 - 1735
Published: June 3, 2024
Bi-univalent
functions
associated
with
the
leaf-like
domain
within
open
unit
disk
are
investigated
and
a
new
subclass
is
introduced
studied
in
research
presented
here.
This
achieved
by
applying
subordination
principle
for
analytic
conjunction
q-calculus.
The
class
proved
to
be
not
empty.
By
proving
its
existence,
generalizations
can
given
other
sets
of
functions.
In
addition,
coefficient
bounds
examined
particular
focus
on
|α2|
|α3|
coefficients,
Fekete–Szegö
inequalities
estimated
this
class.
To
support
conclusions,
previous
works
cited
confirmation.
Language: Английский